Thursday, August 27, 2009

Fiber optics






Fiber optics are simply strands of flexible glass as thin as human hair that are used for telecommunications. These strands carry digital signals with light. Even though these cables are made of glass, they are not stiff and fragile. They can bend kind of like wires and are very strong. When hundreds or even thousands of these strands are arranged in bundles, it is called an optical cable.
These glass cables are covered with a special protective coating called cladding. The cladding is made from a material that reflects the light back into the core or center of the cable. This cladding creates a mirror-lined wall. The final outer layer is a buffer coating to protect this special glass cable from damage and moisture.
Single-mode and multi-mode are the two main types of fiber optic cable. Single-mode fiber cables send signals using laser light. They are smaller in thickness than multi-mode. Multi-mode fibers send signals using light-emitting diodes or LEDs. They are bigger in thickness or diameter than the single-mode cables.
Fiber optics work using the total internal reflection principle. When light is transmitted into the glass cable, the light bounces off the reflective cladding on the sides of the glass cable, so the light can travel around corners. In other words, the light bounces off the inside of the cable until it gets to its destination.
There are more parts to the fiber optic system than the cables. The first thing is the transmitter. It produces the signals that will travel through the cable. The optical regenerator is needed when the light signal is weakened by traveling over a long distance and needs a re-boost or strengthening. Actually, the light signal is copied and a new one with the same characteristics is sent by the regenerator. Finally, there is the optical receiver. It receives the light signals and encodes them into a readable form for the device at the end.
Fiber optics have lots of uses. The Internet uses fiber optic cables. It is a perfect application because it is digital information and the fiber optic cables send digitally. Telephones were one of the first uses for fiber optics. Many times internet and telephone signals travel over the same cables. Digital television (also known as cable TV) is often transmitted by fiber optic cables.
Three other kinds of uses are totally different from the above items. One is medical imaging. Surgeons use special scopes using fiber optics to enlarge areas of patients that are hard to see, kind of like a very accurate magnifying glass. A very similar use is mechanical inspection. Engineers and mechanics can use a similar scope device to see hard to reach places during safety inspections. Another similar use is to inspect plumbing and sewer lines.
Fiber optic cables without optical regenerators can be up to about one kilometer in length. With regenerators, they can go on almost forever. They can be placed in buildings, up on power lines, buried in the ground or even placed in the ocean! Fiber optic cables are not perfect; they can break. Sometimes when crews are digging, they accidentally can tear up the cables. They can be repaired using a technique called splicing. It is when a worker cuts off the broken ends and reconnects them using special adhesives, heat, or special connectors.
There are many advantages of fiber optics over traditional wire cables.
Less Expensive. First, fiber optics are less expensive than copper wire. Both customers and service providers (the companies that own the communication system) save money. This is because many miles of optical cable are easier and less expensive to install than the same amount of copper wire or cable.
Thinner. Fiber optics are thinner than copper wire cables, so they will fit in smaller, more crowded places. This is important for underground cable systems, like in cities, where space needs to be shared with sewer pipes, power wires, and subway systems.
Higher Carrying Capacity. More information can also be carried over fiber optic systems. This can be especially important for computers, since a computer has to send so much information at one time. Also, more phone lines can be in one optical fiber. Many people use the same optical cable for phone conversations at the same time.
Less signal degradation. Information gets lost over distances an any kind of wire. But, fiber optic cables don’t lose as much signal (information) as other kinds of wires and cables.
Use Light Signals. Because fiber optics use light signals instead of electricity, the signals don’t interfere with each other. This makes the signals clearer and easier to understand.
Low Power. Optical fiber signals are created using low-power transmitters because the signal degrades less (instead of high-power electric transmitters used for copper wires). Lower power use saves money for users and providers.
Digital Signals. Computer networks need digital information, since fiber optic cables send information digitally, they are the best thing to use for computer networks.
Non-flammable. Since fiber optics send light instead of electricity, fiber optics are non-flammable. This means there is not a fire hazard. Fiber optics also do not cause electric shocks, because they do not carry electricity.
Light weight. Fiber optics are easier to install and transport than copper wires. That is good news for technicians
Flexible. Since fiber optics are more flexible, they can go around corners and into tighter places than traditional cable. This is important in computer and very big office networks.

Tuesday, August 25, 2009

Solar LED Lighting System

In this project, we have to tried to convert the solar energy into electricity. Solar lighting systems are powered by solar cells that convert solar energy (sunlight) directly into electricity. The electricity is stored in batteries and used for lighting whenever required. These systems are useful for non-electrified rural areas and also as reliable emergency lighting systems for important domestic and office applications.
The solar lighting systems for homes are fixed installations comprising a solar photovoltaic (PV) module or solar panel, charge controller, battery and lighting system. The solar module is installed in the open on rooftop exposed to sunlight and the charge controller and the battery are kept at a protected place inside the houses.
Special electrical properties of the solar cell provide the voltage needed to drive the current through an external load. Assemblies of cells are used to make solar modules, or photovoltaic arrays. Through metal contacts, an electric charge can be tapped. Here we use CD for mounting LEDs. Since CD are very good reflectors and so we mount 18 white LEDs on CD. The solar energy converts into light and glow the LEDs.

Sunday, August 23, 2009

The Pyramidal Electric Transducer: A DC to RF Converter for the Capture of Atmospheric Electrostatic Energy

Abstract
We have found that the dimensional ratios of the Great
Pyramid of Giza (GPG) express the key ratios of an AC voltage
sine wave as well as ratios of the Fibonacci number. As
pyramidal horn antennas are suitable for the detection of
short-pulse waveforms, we reasoned that the shape of GPG
could embody a time domain, wideband antenna for atmospheric
electrostatic discharge (ESD) impulses. This hypothesis
has subsequently been confirmed. We have further found
that the pyramidal antenna, modeled on the GPG, can couple
into the atmosphere and transfer the power of ESD
impulses into a novel lumped-element resonant circuit that
converts the random impulses into regular series of exponentially
decaying sinusoidal wave trains. Thus, ESD
impulses can be transformed into an alternating current of
predictable frequency. This system could become a source of
renewable electric power by utilizing the electrical activity of
the atmosphere.
Introduction
Atmospheric electricity manifests as a buildup of electrostatic
energy, a phenomenon that continuously electrifies our
environment.1 In the global atmospheric-electrical circuit,
the Earth’s surface is negatively charged while the atmosphere
is positively charged.2 The voltage gradient between
the Earth’s surface and the ionosphere is believed to be
maintained by the electrical activity of the troposphere as
well as the solar wind-coupled magnetospheric dynamo.3
It is difficult to estimate the electric power of thunderstorms,
as they typically maintain a steady-state electrical
structure during their lifespan4 despite charge losses from
lightning, corona discharges, precipitation, and turbulence.
Even with this gap in our understanding of thunderstorm
electrification processes, a rough estimate of the magnitude
of power generated by thunderstorms can be derived as follows:
Thunderstorms can be traced by monitoring lightning
activity, more than 90% of which occurs over landmasses,
primarily in Central Africa, the South Central United States,
and the Amazon Basin.5 A medium-sized thunderstorm
(about 200 km diameter) with intra-cloud voltages of about
100 MV6 and a precipitation current of about 20 nA/m2 can
generate7,8 at least 6.28x1010 W. Assuming 2,300 active
thunderstorms at any given moment,9 the estimated average
total power output of thunderstorm activity is approximately
1.44x1014 W. A hurricane’s power generation is estimated
at about 1014 W;10 in comparison, the total power generation
capacity of the world is only 3.625x1012 W,11 a fraction
of the power generated in the troposphere by thunderstorm
activity. This suggests that the density of atmospheric electrical
activity may be high enough to tap, and indicates that
atmospheric electricity, if harnessed, could meet all the energy
needs of mankind.
Atmospheric electrostatic discharge (ESD) impulses are
random and of short duration (nanosecond range) as well as
of wide frequency of occurrence. Antennas capable of handling
similar short-pulse waveforms can be found in radar
systems, where they are called the pyramidal horn antennas.
Intriguingly, popular scientific literature describes inexplicable
electromagnetic phenomena under scaled-down replicas
of the Great Pyramid of Giza.12 These phenomena
showed a variability that made its interpretation difficult.
We hypothesized that these findings were possibly due to
natural fluctuations in the atmospheric electrostatic field
detected by the GPG as a time domain, wideband antenna.
Therefore, we have investigated whether an antenna modeled
on the GPG would capture ESD impulses and if these
random impulses could subsequently be converted into an
AC voltage sine waveform of predictable frequency. This
would allow a direct conversion of the potential energy of an
electrostatic field into an alternating current, making atmospheric
electrostatic charges a possible source of commercial
power generation.

Sunday, August 16, 2009

Need to about stock Exchange

What is meant by a Stock Exchange?

The Securities Contract (Regulation) Act, 1956 [SCRA] defines ‘Stock Exchange' as any body of individuals, whether incorporated or not,
constituted for the purpose of assisting, regulating or controlling the business of buying, selling or dealing in securities. Stock exchange could be a regional stock exchange whose area of operation/jurisdiction is specified at the time of its recognition or national exchanges, which are permitted to have nationwide trading since inception. NSE was incorporated as a national stock exchange.


What is an ‘Equity' Share?

Total equity capital of a company is divided into equal units of small denominations, each called a share. For example, in a company the total equity capital of Rs 2,00,00,000 is divided into 20,00,000 units of Rs 10 each. Each such unit of Rs 10 is called a Share. Thus, the company then is said to have 20,00,000 equity shares of Rs 10 each. The holders of such shares are members of the company and have voting rights.


What is a ‘Debt Instrument'?

Debt instrument represents a contract whereby one party lends money to another on pre-determined terms with regards to rate and periodicity of interest, repayment of principal amount by the borrower to the lender. In the Indian securities markets, the term ‘bond' is used for debt instruments issued by the Central and State governments and public sector organizations and the term ‘debenture' is used for instruments issued by private corporate sector.


What is a Derivative?

Derivative is a product whose value is derived from the value of one or more basic variables, called underlying. The underlying asset can be equity, index, foreign exchange (forex), commodity or any other asset. Derivative products initially emerged as hedging devices against fluctuations in commodity prices and commodity-linked derivatives remained the sole form of such products for almost three hundred years. The financial derivatives came into spotlight in post-1970 period due to growing instability in the financial markets. However, since their emergence, these products have become very popular and by 1990s, they accounted for about two- thirds of total transactions in derivative products.


What is a Mutual Fund?

A MutualFund is a body corporate registered with SEBI (Securities Exchange Board of India) that pools money from individuals/corporate investors and invests the same in a variety of different financial instruments or securities such as equity shares, Government securities, Bonds, debentures etc. Mutual funds can thus be considered as financial intermediaries in the investment business that collect funds from the public and invest on behalf of the investors. Mutual funds issue units to the investors. The appreciation of the portfolio or securities in which the mutual fund has invested the money leads to an appreciation in the value of the units held by investors. The investment objectives outlined by a Mutual Fund in its prospectus are binding on the Mutual Fund scheme. The investment objectives specify the class of securities a Mutual Fund can invest in. Mutual Funds invest in various asset classes like equity, bonds, debentures, commercial paper and government securities. The schemes offered by mutual funds vary from fund to fund. Some are pure equity schemes; others are a mix of equity and bonds. Investors are also given the option of getting dividends, which are declared periodically by the mutual fund, or to participate only in the capital appreciation of the scheme.


What is an Index?

An Index shows how a specified portfolio of share prices are moving in order to give an indication of market trends. It is a basket of securities and the average price movement of the basket of securities indicates the index movement, whether upwards or downwards.


What is a Depository?

A depository is like a bank wherein the deposits are securities (viz. shares, debentures, bonds, government securities, units etc.) in electronic form.


What is Dematerialization?

Dematerialization is the process by which physical certificates of an investor are converted to an equivalent number of securities in electronic form and credited to the investor's account with his Depository Participant (DP).

Investmen

What is Investment?

The money you earn is partly spent and the rest saved for meeting future expenses. Instead of keeping the savings idle you may like to use savings in order to get return on it in the future. This is called Investment.


Why should one invest?

One needs to invest to:

*
earn return on your idle resources
*
generate a specified sum of money for a specific goal in life
*
make a provision for an uncertain future


One of the important reasons why one needs to invest wisely is to meet the cost of Inflation. Inflation is the rate at which the cost of living increases The cost of living is simply what it costs to buy the goods and services you need to live. Inflation causes money to lose value because it will not buy the same amount of a good or a service in the future as it does now or did in the past. For example, if there was a 6% inflation rate for the next 20 years, a Rs. 100 purchase today would cost Rs. 321 in 20 years. This is why it is important to consider inflation as a factor in any long-term investment strategy. Remember to look at an investment's 'real' rate of return, which is the return after inflation. The aim of investments should be to provide a return above the inflation rate to ensure that the investment does not decrease in value. For example, if the annual inflation rate is 6%, then the investment will need to earn more than 6% to ensure it increases in value. If the after-tax return on your investment is less than the inflation rate, then your assets have actually decreased in value; that is, they won't buy as much today as they did last year.


When to start Investing?

The sooner one starts investing the better. By investing early you allow your investments more time to grow, whereby the concept of compounding (as we shall see later) increases your income, by accumulating the principal and the interest or dividend earned on it, year after year. The three golden rules for all investors are:

*
Invest early
*
Invest regularly
*
Invest for long term and not short term



What care should one take while investing?

Before making any investment, one must ensure to:

1.obtain written documents explaining the investment
2.read and understand such documents
3.verify the legitimacy of the investment
4.find out the costs and benefits associated with the investment
5.assess the risk-return profile of the investment
6.know the liquidity and safety aspects of the investment
7.ascertain if it is appropriate for your specific goals
8.compare these details with other investment opportunities available
9.examine if it fits in with other investments you are considering or you
have already made
10. deal only through an authorised intermediary
11. seek all clarifications about the intermediary and the investment
12. explore the options available to you if something were to go wrong,
and then, if satisfied, make the investment.

These are called the Twelve Important Steps to Investing.


What is meant by Interest?

When we borrow money, we are expected to pay for using it - this is known as Interest. Interest is an amount charged to the borrower for the privilege of using the lender's money. Interest is usually calculated as a percentage of the principal balance (the amount of money borrowed). The percentage rate may be fixed for the life of the loan, or it may be variable, depending on the terms of the loan.


What factors determine interest rates?

When we talk of interest rates, there are different types of interest rates -rates that banks offer to their depositors, rates that they lend to their borrowers,the rate at whichtheGovernment borrows in the Bond/Government Securities market, rates offered to investors in small savings schemes like NSC, PPF, rates at which companies issue fixed deposits etc. The factors which govern these interest rates are mostly economy related and are commonly referred to as macroeconomic factors. Some of these factors are:

*
Demand for money
*
Level of Government borrowings
*
Supply of money
*
Inflation rate
*
The Reserve Bank of India and the Government policies which determine some of the variables mentioned above



What are various options available for investment?

One may invest in:

*
Physical assets

and/or

*
Financial assets


like real estate, gold/jewellery, commodities etc. such as fixed deposits with banks, small saving instrume nts with post offices, insurance/provident/pension fund etc. or securities market related instruments like shares, bonds, debentures etc.
What are various Short-term financial options available for investment?

Broadly speaking, savings bank account, money market/liquid funds and fixed deposits with banks may be considered as short-term financial investment options:

Savings Bank Account is often the first banking product people use, which offers low interest (4%-5% p.a.), making them only marginally better than fixed deposits.

Money Market or Liquid Fundsare a specialized form of mutual funds that invest in extremely short-term fixed income instruments and thereby provide easy liquidity. Unlike most mutual funds, money market funds are primarily oriented towards protecting your capital and then, aim to maximise returns. Money market funds usually yield better returns than savings accounts, but lower than bank fixed deposits. Fixed Deposits with Banksare also referred to as term deposits and minimum investment period for bank FDs is 30 days. Fixed Deposits with banks are for investors with low risk appetite, and may be considered for 6-12 months investment period as normally interest on less than 6 months bank FDs is likely to be lower than money market fund returns.

Interferance

Interferance:
 When the interfer¬ring signal has a frequency that lies within the channel to which a TV receiver is tuned, the extent of interference depends only on the relative field strengths of the desired signal and the interferring signal.
 If the interferring signal frequency spectrum lies outside the desired channel selectivity of the receiver aids in rejecting the interference.
(a) Co-Channel Interference
 Two stations operating at the same carrier frequency if located close by will interfere with each other. This phenomenon which is common in fringe areas is called co-channel interference.
 As the two signal strengths in any area almost equidistant from the two co-channel stations become equal a phenomenon known as 'Venetianblind' interference occurs. This takes the form of horizontal black and white bars, superimposed on the picture produced by the tuned channel.
 These bars tend to move up or down on the screen. As the strength of interferring signal increases, the bars become more prominent, until at a signal-to-interference ratio of 45 db or so the inter¬ference becomes intolerable.
 Co-channel interference was a serious problem in early days of TV transmission, when channel allocation was confined to VHF band only. This necessitated repetition of channels at distances not too far from each other.
 When a large number of channels in the UHF band are available such a problem does not exist.
 The sharing of channel numbers is carefully planned so that within the 'service area' of any station signals from the distant stations under normal conditions of reception are so weak as to be imperceptible.
 During a period of abnormal reception conditions (often during spring) when the signals from distant VHF stations are received much more strongly, co-channel interference can occur in fringe areas. The use of highly directional antennas is very helpful in eliminating co¬channel interference.
(b) Adjacent Channel Interference:
 Adjacent channel interference may occur as a result of beats between any two of these frequencies or between a carrier and any sidebands.
 A coarse dot structure is produced on the screen if picture carrier of the desired channel beats with sound carrier of the lower adjacent channel.
 The beat pattern is more pronounced if the lower adjacent sound carrier is relatively strong and is not sufficiently attenuated in the receiver.
 To prevent adjacent channel interference, several sharply tuned band eliminator filters (trap circuits) are provided in the IF section of the receiver.
 In addition to this, the guard band between two adjacent channels also minimizes the intensity of any adjacent channel interference. A space of about 150km between adjacent channel stations is enough to eliminate such interference and is normally allowed.
(c) Ghost Interference:
 Ghost interference arises as a result of discrete reflections of the signal from the surface of buildings, bridges, hills, towers etc
 Since reflected path is longer than the direct path, the reflected signal takes a longer time to arrive at the receiver
 The direct signal is usually stronger and assumes control of the synchronizing circuitry and so the picture due to the reflected signal that arrives late, appears displaced to the right. Such displaced pictures are known as 'trailing ghost' pictures.
 On rare occasions, direct signal may be the weaker of the two and the receiver synchronization is now controlled by the reflected signal.
 Then the ghost picture, now caused by direct signal, appears displaced to the left and is known as 'leading ghost' picture.
Preference of AM For Picture Signal Transmission:
 The distortion which arises due to interference between multiple signals is more objectionable in FM than AM because the frequency of FM signal continuously changes.
 If FM were used for picture transmission, the changing beat frequency between the multiple paths, delayed with respect to each other, would produce a bar interference pattern in the image with a shimmering effect, since the bars continuously change as the beat frequency changes. Hence hardly any steady picture is produced.
 Alternatively if AM were used the multiple signal paths can almost produce a ghost image which is steady. In addition to this circuit complexity and bandwidth requirements are much less in AM than FM. Hence. AM is preferred to FM for broadcasting the picture signal.

EC 1352-Antenna and Wave Propagation (Question bank)

UNIT I

RADIATION FIELDS OF WIRE ANTENNAS

PART – A( 2 Marks)

1. Define a Hertzian dipole?
2. Draw the radiation pattern of a horizontal dipole?
3. What do you mean by induction field and radiation field?
4. What is magnetic vector Potential?
5. Define scalar Potential?
6. What is Retarded Current?
7. Write down the expression for magnetic vector Potential using three standard current distributions?
8. Define top loading?
9. What is a capacitance hat?
10. What is quarter wave monopole?
11. Write down the expression for radiated fields of a half wave dipole antenna?
12. What is the effective aperture and directivity of a half wave dipole?
13. What is the effective aperture and directivity of a Hertzian dipole antenna?
14. Write down the expression for radiation resistance of a Hertzian dipole?
15. Define retardation time?
16. What is radiation resistance of a half wave dipole?
17. Compare electric scalar potential and magnetic vector potential?

PART – B

1. Derive the expression for the radiated field from a short dipole? (16)
2. Starting from first principles obtain the expression for the power
radiated by a half wave dipole? (16)
3. Derive the expression for power radiated and find the radiation
resistance of a half wave dipole? (16)
4. Derive the radian resistance, Directivity and effective aperture of a
half wave dipole? (10)
5. Derive the fields radiated from a quarter wave monopole antenna? (8)
6. Find the radiation resistance of elementary dipole with linear
current distribution? (8)
7. Derive the radiation resistance, Directivity and effective
aperture of a hertzian dipole? (10)


UNIT II

ANTENNA FUNDAMENTALS AND ANTENNA ARRAYS

PART – A( 2 Marks)

1. Define array factor?
2. What is the relationship between effective aperture and directivity?
3. Write the principle of pattern multiplication?
4. What is meant by broadside array and end fire array?
5. Define radiation intensity?
6. Define an isotropic antenna?
7. Define a broadside array?
8. Define radiation pattern?
9. What are the two types of radiation pattern?
10. Define Beam solid angle or beam area?
11. Define beam efficiency?
12. Define directivity?
13. Define antenna gain?
14. Define effective aperture?
15. What is collecting aperture?
16. Define HPBW?
17. Define FBR?
18. Define BWFN?
19. Write down the expressions for BWFN for both broadside and end fire array?
20. Differentiate broadside array and end fire array?
21. Write down the expressions for minor lobe maxima and minima for both broadside and end fire array?
22. Define loop antenna?
23. What is axial ratio of a helical antenna?
24. What are advantages of helical antenna?
25. What are the disadvantages of loop antenna?
26. State reciprocity principle?
27. List out the applications helical antenna?
28. Give the expressions for the field components of a helical antenna?
29. Define pitch angle? What happens when =0 and =90?
30. What are applications loop antennas?


PART – B

1. With neat sketch, explain the operation of helical antenna? (16)
2. Obtain the expression for the field and the radiation pattern
produced by a 2 element array of infinitesimal with distance of
separation /2 and currents of unequal magnitude and phase
shift 180 degree? (16)
3. Derive the expression for far field components of a small loop antenna. (16)
4. Derive the expression for electric field of a broadside array of n sources
and also find the maximum direction minimum direction and half power
point direction? (16)
5. Design a 4 element broadside array of /2 spacing between elements
the pattern is to be optimum with a side lobe level 19.1 db.
Find main lobe maximum? (16)
6. Explain pattern multiplication? (8)
7. Derive the expression for electric field of a end fire of n sources
and also find the maximum direction minimum direction and half
power point direction? (16)
8. Write short notes a radiation resistance? (8)
9. Calculate the maximum effective aperture of a /2 antenna? (8)
10. Derive the maxima directions, minima directions, and half
power point direction for an array of two point sources with equal
amplitude and opposite phase? (16)
11. Explain the various types of amplitude distributions in details? (16)


UNIT III

TRAVELING WAVE (WIDE BAND) ANTENNAS

PART – A( 2 Marks)

1. What are traveling wave antenna?
2. What is the type of radiation pattern produced when a wave travels in a wire?
3. Draw the structure of 3-elements yagi-uda antenna and give the dimensions and spacing between the elements in terms of wavelength?
4. What are the applications of log periodic antenna?
5. What are the applications of rhombic antenna?
6. What do you meant by self impedance?
7. What do you meant by mutual impedance?
8. Define traveling wave impedance?
9. What is the main advantage of traveling wave antenna?
10. What are the limitations of rhombic antenna?
11. What are the two types of rhombic antenna design?
12. Define rhombic antenna?
13. Give the expressions for design ratio, spacing factor and frequency ratio, of log periodic antenna?
14. What are the three different regions in log periodic antenna and how they are differentiated?
15. What is frequency independent antenna?
16. What is LPDA?
17. What are the applications of log periodic antenna?

PART – B

1. Explain the radiation from a travelling wave on a wire? (8)
2. What is Yagi-uda Antenna ?Explain the construction and operation of
Yagi-uda Antenna .Also explain its general characteristics? (16)
3. Explain the construction, operation and design for a rhombic antenna? (16)
4. Explain the geometry of a log periodic antenna? Give the design equations and uses of log periodic antenna? (16)
5. Discuss in details about (a) Self impedance (b) Mutual impedance? (8)


UNIT IV

APERTURE AND LENS ANTENNAS

PART – A( 2 Marks)

1. State Huygens Principle?
2. What is Slot Antenna?
3. Which antenna is complementary to the slot dipole?
4. How will you find the directivity of a large rectangular broadside array?
5. What is the relationship between the terminal impedance of slot and dipole antenna?
6. What is the difference between slot antenna and its complementary dipole antenna?
7. Define lens antenna?
8. What are the different types of lens antenna?
9. What is a dielectric lens antenna?
10. What are the drawbacks of lens antenna?
11. What are the field components that are radiated from open end of a coaxial line?
12. What are the advantages of stepped dielectric lens antenna?
13. What is biconical antenna?
14. What is Lunenburg lens?
15. What are the advantages of lens antenna?
16. Mention the uses of lens antenna?
17. How spherical waves are generated?
18. Define the characteristic impedance of biconical antenna?
19. Bring out the expressions for voltage across the feed points of the biconical antenna and current flowing through the surface of the cone?
20. What do you meant by sect oral horn?
21. What do you meant by pyramidal horn?
22. What is back lobe radiation?
23. What are the various feeds used in reflectors?
24. What are the different types of horn antennas?
25. Define refractive index of lens antenna?
26. What are secondary antennas? Give examples?


PART – B

1. Explain the different types of lens antenna? (10)
2. Explain the radiation from a rectangular aperture? (16)
3. Explain the radiation from an elemental area of a plane wave
(or) explain the radiation from a Huygen’s source ? (16)
4. Describe the parabolic reflector used at micro frequencies? (16)
5. Write short notes on luneberg lens? (16)
6. Discuss about spherical waves and biconical antenna? (16)
7. Derive the various field components radiated from circular aperture
and also find beamwidth and effective area ? (12)
8. Derive the field components radiated from a thin slot antenna in
an infinite cyclinder ? (10)
9. Show the relationship between dipole and slot impedances? (8)
10. Explain the radiation from the open end of a coaxial cable? (8)


UNIT V

WAVE PROPAGATION

PART – A ( 2 Marks)

1. Define Gyro frequency?
2. What is multihop Propagation?
3. How spherical waves are generated?
4. What are the effects of earth curvature on tropospheric propagation ?
5. Define critical frequency of an ionized layer of ionosphere?
6. What are the factors that affect the propagation of radio waves?
7. Define ground wave?
8. What are the components present in space wave?
9. Define Fading?
10. Define ionosphere?
11. Define Troposphere?
12. How can minimize Fading?
13. What are the various types diversity reception?
14. Define critical frequency?
15. What is virtual height?
16. Define MUF?
17. State secant law?
18. Define space wave?
19. What are height ranges of different regions in the ionosphere?
20. Write down the expression for the refractive index?
21. What is OWF or OTF?
22. Define duct Propagation?
23. What is skip distance?
24. How will you find the range of space wave propagation or line of sight distances?
25. What is sporadic E layer in ionosphere?


PART – B

1. Explain in details about ionosphere? (8)
2. Explain space wave propagation and sky wave propagation? (16)
3. Explain the ground wave propagation? (8)
4. Discuss the effects of earth’s magnetic field on ionosphere radio wave
propagation? (10)
5. Describe the troposphere and explain how ducts can be used for microwave propagation? (8)
6. Explain in details, the diversity reception methods? (8)
7. Explain the advantages of tropospheric wave propagation and sky wave
propagation? (8)
8. Deduce an expression for the critical frequency of an ionized region in terms of its maximum ionization density? (10)
9. Derive an expression for the refractive index of the ionosphere in terms of
the electron number density and frequency ? (10)

Saturday, August 15, 2009

WINNERS VERSUS LOSERS

• The Winner is always part of the answer;
The Loser is always part of the problem.

• The Winner always has a program;
The Loser always has an excuse.

• The Winner says, "Let me do it for you";
The Loser says, "That is not my job."

• The Winner sees an answer for every problem;
The Loser sees a problem for every answer.

• The Winner says, "It may be difficult but it is possible";
The Loser says, "It may be possible but it is too difficult."

• When a Winner makes a mistake, he says, "I was wrong";
When a Loser makes a mistake, he says, "It wasn't my fault."

• A Winner makes commitments;
A Loser makes promises.

• Winners have dreams;
Losers have schemes.

• Winners say, "I must do something";
Losers say, "Something must be done."

• Winners are a part of the team;
Losers are apart from the team.

• Winners see the gain;
Losers see the pain.

• Winners see possibilities;
Losers see problems.

• Winners believe in win-win;
Losers believe for them to win someone has to lose.

• Winners see the potential;
Losers see the past.

• Winners are like a thermostat;
Losers are like thermometers.

• Winners choose what they say;
Losers say what they choose.
• Winners use hard arguments but soft words;
Losers use soft arguments but hard words.

• Winners stand firm on values but compromise on petty things;
Losers stand firm on petty things but compromise on values.

• Winners follow the philosophy of empathy: "Don't do to others what you would not want them to do to you";
Losers follow the philosophy, "Do it to others before they do it to you."

• Winners make it happen;
Losers let it happen.

• Winners plan and prepare to win.
The key word is preparation.



• The Winner is always part of the answer;
The Loser is always part of the problem.

• The Winner always has a program;
The Loser always has an excuse.

• The Winner says, "Let me do it for you";
The Loser says, "That is not my job."

• The Winner sees an answer for every problem;
The Loser sees a problem for every answer.

• The Winner says, "It may be difficult but it is possible";
The Loser says, "It may be possible but it is too difficult."

• When a Winner makes a mistake, he says, "I was wrong";
When a Loser makes a mistake, he says, "It wasn't my fault."

• A Winner makes commitments;
A Loser makes promises.

• Winners have dreams;
Losers have schemes.

• Winners say, "I must do something";
Losers say, "Something must be done."

• Winners are a part of the team;
Losers are apart from the team.

• Winners see the gain;
Losers see the pain.

• Winners see possibilities;
Losers see problems.

• Winners believe in win-win;
Losers believe for them to win someone has to lose.

• Winners see the potential;
Losers see the past.

• Winners are like a thermostat;
Losers are like thermometers.

• Winners choose what they say;
Losers say what they choose.
• Winners use hard arguments but soft words;
Losers use soft arguments but hard words.

• Winners stand firm on values but compromise on petty things;
Losers stand firm on petty things but compromise on values.

• Winners follow the philosophy of empathy: "Don't do to others what you would not want them to do to you";
Losers follow the philosophy, "Do it to others before they do it to you."

• Winners make it happen;
Losers let it happen.

• Winners plan and prepare to win.
The key word is preparation.

How Do We Build Positive Self-Esteem?

If you want to build positive self-esteem quickly, one of the fastest ways is to do something for others who cannot repay you in cash or kind.

A few years ago l started volunteering my time to teach attitude and self-esteem programs to jail inmates. In just a few weeks, I learned more than l had learned in years .
After attending my program for two weeks ;one of the inmates stopped me and said, "Shiv, l want to talk to you. I'm going to be released from prison in a couple of weeks." l asked him what he learned through the attitude development program. He thought for a while and then said that he felt good about himself. l said, "Good doesn't tell me anything. Tell me specifically what behavior has changed?" l believe that learning has not taken place unless behavior changes. He told me he read his Bible every day since l started the program. l then asked him what reading the Bible did to him. He replied that he felt comfortable with himself and others which he hadn't felt before. l said, "That is nice, but the bottom line is, what are you going to do when you leave jail?" He told me he was going to try to be a contributing member of society. Then l asked him the same question again and he gave me the same answer. For the third time l asked him the same question What are you going to do when you leave jail?" Obviously, l was looking for a different answer. At this point, in an angry tone, he said, l am going to be a contributing member of society." l pointed out to him that there was a world of difference in what he said then and what he said now. Earlier he had said, l am going to try to be" and now he said "I am going to be." The difference is the word "try." He got rid of the word trying and that made sense. Either we do it or we don't. The word "trying" keeps the door open for him to come back to jail.
Another inmate, who was listening in on our conversation, asked, "Shiv, what do you get paid to do all this?" l told him that the feeling that l just experienced was worth more than all the money in the world. He then asked, "Why do you come here?" l said, l come here for my own selfish reason, and my selfish reason is that l want to make this world a better place to live." This kind of selfishness is healthy. In a nutshell, what you put into the system, you always get back, and most times more than you can ever put in. But you don't put it in with the desire to get something back.
Another inmate said, "What anybody does is their business. When people take drugs, it is none of your business. Why don't you leave them alone?" l replied, "My friend, even though l disapprove, l will compromise and accept what you are saying that it is none of my business. If you can guarantee that when someone takes drugs, and when they get behind the wheel of a car and have an accident, the only thing they will ever hit is a tree, l will compromise. But if you cannot guarantee that when they take drugs and have an accident, then you or your kids or l or my kids could be dead under the wheels, you better believe it is my business. l have to get this person off the road."

This one phrase, "It is my life, I will do what I want," has done more damage than good. People choose to ignore the spirit and derive the meaning that is convenient to them. Such people have tied this phrase to selfishness and I'm sure that was not the intent.
These people forget that we don't live in isolation. What you do affects me and what I do affects you. We are connected. We have to realize that we are sharing this planet and we must learn to behave responsibly.
There are two kinds of people in this world--takers and givers. Takers eat well and givers sleep well. Givers have high self-esteem, a positive attitude, and they serve society. By serving society, I do not mean a run-of-the--mill pseudo leader-turned-politician who serves himself by pretending to serve others.
As human beings, we all have the need to receive and take. But a healthy personality with high self-esteem is one that not only has its need to take but also to give.
A man was washing his new car when his neighbor asked him, "When did you get the car?" He replied "My brother gave it to me." The neighbor's response was, "I wish l had a car like that." The man replied, "You should wish to have a brother like that." The neighbor's wife was listening to the conversation and she interrupted, "I wish I was a brother like that." What a way to go!

STEPS TO BUILDING A POSITIVE ATTITUDE

STEPS TO BUILDING A POSITIVE ATTITUDE

During childhood, we form attitudes that last a lifetime. Undoubtedly, it would be a lot easier and better to have acquired a positive attitude during our formative years. Does that mean if we acquire a negative attitude, whether by design or by default, we are stuck with it? Of course not. Can we change? Yes. Is it easy? Absolutely not.
How do you build and maintain a positive attitude?

• Become aware of the principles that build a positive attitude
• Desire to be positive
• Cultivate the discipline and dedication to practice those principles

As adults, regardless of our environment, education and experience, who is responsible for our attitude?
We are. We have to accept responsibility some time in our lives. We blame everyone and everything but ourselves. It is up to us to choose our attitude every morning. As adults, we need to accept responsibility for our behavior and actions.
People with negative attitudes will blame the whole world, their parents, teachers, spouse, the economy and the government for their failures.
You have to get away from the past. Dust yourself off, get back into the mainstream. Put your dreams together and move forward. Thinking of the positive things that are true, honest and good, will put us in a positive state of mind.
If we want to build and maintain a positive attitude, we need to consciously practice the following steps:

Step 1: Change Focus, Look for the Positive

We need to become good finders. We need to focus on the positive in life. Let's start looking for what is right in a person or situation instead of looking for what is wrong. Because of our conditioning, we are so attuned to finding fault and looking for what is wrong that we forget to see the positive picture.
Even in paradise, fault finders will find faults. Most people find what they are looking for. If they are looking for friendship, happiness and the positive, that is what they get. If they are looking for fights or indifference, then that is what they get. Caution looking for the positive does not mean overlooking faults.

Friends

Dear Friend,

Give thousand chances to ur enemy to become ur friend, But don't give a single chance to ur friend to become ur enemy"

It's ' World Best Friends Week' send this to all Ur good friends . Even me, if I am one of them. See how many u get back.

If u gets more than 3 u r really, a lovable person.............I am waiting

F - Few
R - Relations
I - In
E - Earth
N - Never
D - Die

It's National Friendship Week.


Show your friends how much you care.


Send this to everyone you consider a FRIEND!


Even if it means sending it back to the person who sent it to you.

If it comes back to you, then you will know you have a circle of friends.


HAPPY FRIENDSHIP TO YOU!!!!!!


YOU ARE MY FRIEND AND I AM HONORED.- Beens



Thanks&Regards,
Friends

QUANTUM COMPUTER

In these we are going to discuss about the topic on
• Qubits
• DNA computing
• Quantum decoherence
• Quantum cryptography
• Power of quantum computing
• Quantum error correcting codes
• Advantages of quantum computing



Introduction
Quantum computing was first theorized just 20 years ago, by a physicist at the Argonne National Laboratory. Paul Benioff is credited with first applying quantum theory to computers in 1981. Benioff theorized about creating a quantum Turing machine. Most digital computers, like the one you are using to read this article, are based on the Turing Theory. Today's computers, like a Turing machine, work by manipulating bits that exist in one of two states: a 0 or a 1. Quantum computers aren't limited to two states; they encode information as quantum bits, or qubits. A qubit can be a 1 or a 0, or it can exist in a superposition that is simultaneously both 1 and 0 or somewhere in between. Qubits represent atoms that are working together to act as computer memory and a processor. Because a quantum computer can contain these multiple states simultaneously, it has the potential to be millions of times more powerful than today's most powerful supercomputer



So what is a ‘Quantum Computer’?
A Quantum Computer is a computer that harnesses the power of atoms and molecules to perform memory and processing tasks. It has the potential to perform certain calculations billions of times faster than any silicon-based computer. The classical desktop computer works by manipulating bits, digits that are binary i.e., which can either represent a zero or a one. Everything from numbers and letters to the status of your modem or mouse are all represented by a collection of bits in combinations of ones and zeros. These bits correspond very nicely with the way classical physics represents the world. Electrical switches can be on or off, objects are in one place or they're not, etc. Quantum computers aren't limited by the binary nature of the classical physical world, however they depend on observing the state of quantum bits or qubits that might represent a one or a zero, might represent a combination of the two or might represent a number expressing that the state of the qubit is somewhere between 1 and 0.
How does a quantum computer work?
In the classical model of a computer, the most fundamental building block - the bit, can only exist in one of two distinct states, a '0' or a '1'. In a quantum computer the rules are changed. Not only can a qubit, exist in the classical '0' and '1' states, but it can also be in a superposition of both! In this coherent state, the bit exists as a '0' and a '1' in a particular manner. Let's consider a register of three classical bits: it would be possible to use this register to represent any one of the numbers from 0 to 7 at any one time. If we then consider a register of three qubits, we can see that if each bit is in the superposition or coherent state, the register can represent all the numbers from 0 to 7 simultaneously!
A processor that can use registers of qubits will in effect be able to perform calculations using all the possible values of the input registers simultaneously. This phenomenon is called quantum parallelism, and is the motivating force behind the research being carried out in quantum computing.
Today's Quantum Computers: Quantum computers could one day replace silicon chips, just like the transistor once replaced the vacuum tube. But for now, the technology required to develop such a quantum computer is beyond our reach. Most research in quantum computing is still very theoretical. The most advanced quantum computers have not gone beyond manipulating more than 7 qubits, meaning that they are still at the "1 + 1" stage. However, the potential remains that quantum computers one day could perform, quickly and easily, calculations that are incredibly time-consuming on conventional computers.
Comparision of digital computers with quantum computers
Today’s digital supercomputers would take billions of years to find the prime factors of a number that is a few hundred digits long, whereas large-scale quantum computers, if they can eventually be built, might perform that task in just seconds.
• A classical computer requires a time proportional to N to search for a particular item in a list of N items, whereas a quantum computer can perform the search in a time proportional to the square root of N.
• If quantum information rather than classical information is exchanged between processors, then the amount of communication required to perform certain distributed computing tasks can be drastically reduced.
• A quantum computer could efficiently and accurately simulate the evolution of quantum many-body systems and quantum field theories that cannot be simulated on classical computers without making unjustified approximations
Quantum decoherence
One major problem is keeping the components of the computer in a coherent state, as the slightest interaction with the external world would cause the system to decohere. This effect causes the unitary character (and more specifically, the invertibility) of quantum computational steps to be violated. Decoherence times for candidate systems, in particular the transverse relaxation time T2 (terminology used in NMR and MRI technology, also called the dephasing time), typically range between nanoseconds and seconds at low temperature. The issue for optical approaches are more difficult as these timescales are orders of magnitude lower and an often cited approach to overcome it uses optical pulse shaping approach. Error rates are typically proportional to the ratio of operating time to decoherence time, hence any operation must be completed much quicker than the decoherence time. If the error rate is small enough, it is possible to use quantum error correction, which corrects errors due to decoherence, thereby allowing the total calculation time to be longer than the decoherence time. An often cited (but rather arbitrary) figure for required error rate in each gate is 10−4. This implies that each gate must be able to perform its task 10,000 times faster than the decoherence time of the system.
Meeting this scalability condition is possible for a wide range of systems. However the use of error correction brings with it the cost of a greatly increased number of required qubits. The number required to factor integers using Shor's algorithm is still polynomial, and thought to be between L4 and L6, where L is the number of bits in the number to be factored. For a 1000 bit number, this implies a need for 1012 to 1018 qubits. Fabrication and control of this large number of qubits is non-trivial for any of the proposed designs.
Quantum cryptography Quantum cryptography uses quantum mechanics for secure communications. Unlike traditional cryptography, which depends on the computational complexity of mathematical techniques to restrict the possibility that eavesdroppers might learn the contents of encrypted messages, quantum cryptography depends on the fact that naive attempts to read quantum information will destroy the information (ie. there is no way to copy unknown quantum states). For the message participants, a combination of quantum and classical techniques is used to produce a key which can be proven to be secure —that is, a produced hidden key cannot have been read by any other than the intended participants.
In quantum information, eavesdropping can be viewed as measurements on a physical object in this case the carrier of the information. Using quantum phenomena such as quantum superpositions or quantum entanglement one can design and implement a communication system which can always detect eavesdropping. This is because measurements on the quantum carrier of information disturbs it and therefore leaves traces.
qubit
A qubit is not to be confused with a cubit, which is an ancient measure of length.
A quantum bit, or qubit is a unit of quantum information. That information is described by a state vector in a two-level quantum mechanical system which is formally equivalent to a two-dimensional vector space over the complex numbers.
Benjamin Schumacher discovered a way of interpreting quantum states as information. He came up with a way of compressing the information in a state, and storing the information on a smaller number of states.This is now known as Schumacher compression. Schumacher is also credited with inventing the term qubit.
Bit versus qubit A bit is the base of computer information. Regardless of its physical representation, it is always read as either a 0 or a 1. An analogy to this is a light switch - the down position can represent 0 (normally equated to off) and the up position can represent 1 (normally equated to on).A qubit has some similarities to a classical bit, but is overall very different. Like a bit, a qubit can have only two possible values - normally a 0 or a 1. The difference is that whereas a bit must be either 0 or 1, a qubit can be 0, 1, or a superposition of both.
Representation
The states a qubit may be measured in are known as basis states (or vectors). As is the tradition with any sort of quantum states, Dirac, or bra-ket notation is used to represent them.This means that the two computational basis states are conventionally written as and (pronounced: 'ket 0' and 'ket 1').

DNA computers have the potential to take computing to new levels, picking up where Moore's Law leaves off. There are several advantages to using DNA instead of silicon:
As long as there are cellular organisms, there will always be a supply of DNA.
• The large supply of DNA makes it a cheap resource.
• Unlike the toxic materials used to make traditional microprocessors, DNA biochips can be made cleanly.
• DNA computers are many times smaller than today's computers.
DNA's key advantage is that it will make computers smaller than any computer that has come before them, while at the same time holding more data. One pound of DNA has the capacity to store more information than all the electronic computers ever built; and the computing power of a teardrop-sized DNA computer, using the DNA logic gates, will be more powerful than the world's most powerful supercomputer. More than 10 trillion DNA molecules can fit into an area no larger than 1 cubic centimeter (0.06 cubic inches). With this small amount of DNA, a computer would be able to hold 10 terabytes of data, and perform 10 trillion calculations at a time. By adding more DNA, more calculations could be performed.
Unlike conventional computers, DNA computers perform calculations parallel to other calculations. Conventional computers operate linearly, taking on tasks one at a time. It is parallel computing that allows DNA to solve complex mathematical problems in hours, whereas it might take electrical computers hundreds of years to complete them.
The first DNA computers are unlikely to feature word processing, e-mailing and solitaire programs. Instead, their powerful computing power will be used by national governments for cracking secret codes, or by airlines wanting to map more efficient routes. Studying DNA computers may also lead us to a better understanding of a more complex computer -- the human brain.
The power of quantum computers
Integer factorization is believed to be computationally infeasible with an ordinary computer for large numbers that are the product of two prime numbers of roughly equal size (e.g., products of two 300-digit primes). By comparison, a quantum computer could solve this problem relatively easily. If a number has n bits (is n digits long when written in the binary numeral system), then a quantum computer with just over 2n qubits can use Shor's algorithm to find its factors. It can also solve a related problem called the discrete logarithm problem. This ability would allow a quantum computer to "break" many of the cryptographic systems in use today, in the sense that there would be a relatively fast (polynomial time in n) algorithm for solving the problem. In particular, most of the popular public key ciphers could be much more quickly broken, including forms of RSA and ElGamal. These are used to protect secure Web pages, encrypted email, and many other types of data. Breaking these would have significant ramifications for electronic privacy and security. The only way to increase the security of an algorithm like RSA would be to increase the key size and hope that an adversary does not have the resources to build and use a powerful enough quantum computer. It seems plausible that it will always be possible to build classical computers that have more bits than the number of qubits in the largest quantum computer. If that's true, then algorithms like RSA could be made secure by ensuring that keylengths exceed the storage capacities of quantum computers, but at the cost of an extreme penalty in computational time.
There are some digital signature schemes that are believed to be secure against quantum computers. See for instance Lamport signatures.
Perhaps not as surprisingly, quantum computers could also be useful for running simulations of quantum mechanics. This idea goes back to Richard Feynman (1982) who observed that there is no known algorithm for simulating quantum systems on a classical computer and suggested to study the use of quantum computer for this purpose. The speedup achieved by quantum computers could be just as large as for factoring. This could be a great boon to physics, chemistry, materials science, nanotechnology, biology and medicine, all of which are limited today by the slow speed of quantum mechanical simulations. For example, some modern simulations that are taking IBM's Blue Gene supercomputer years, would take a quantum computer only a matter of seconds.
This dramatic advantage of quantum computers is currently known to exist for only those three problems: factoring, discrete logarithm, and quantum physics simulations. However, there is no proof that the advantage is real: an equally fast classical algorithm may still be discovered (though some consider this unlikely). There is one other problem where quantum computers have a smaller, though significant (quadratic) advantage. It is quantum database search, and can be solved by Grover's algorithm. In this case the advantage is provable. This establishes beyond doubt that (ideal) quantum computers are superior to classical computers for at least one problem.
Consider a problem that has these four properties:
1. The only way to solve it is to guess answers repeatedly and check them,
2. There are n possible answers to check,
3. Every possible answer takes the same amount of time to check, and
There are no clues about which answers might be better: generating possibilities randomly is just as good as checking them in some special order.
Quantum Error-correcting Codes
One of the most surprising recent developments in quantum information science, and one of the most important, is the discovery that unknown quantum states, if properly encoded, can be protected from errors . Since the complex states that arise at intermediate stages of a quantum computation are extraordinarily fragile, quantum error correction will be essential to prevent large scale quantum computers from crashing.
The state of a quantum computer can be viewed as a vector in an abstract space of very high dimension. On first acquaintance, it sounds strange that a vector that takes values in a continuum (in contrast to the discrete values assumed by a classical bit string) can be protected against damage. How will we know if the vector drifts slightly in an unexpected direction? The secret of quantum error correction is to encode a quantum state in a cleverly selected subspace of a larger vector space. Errors that move the vector in a direction perpendicular to the code subspace can easily be detected and reversed, while errors parallel to the code subspace cause trouble. But if the code subspace is carefully chosen, typical errors will have only a very small component along the code subspace, and encoded information will be well protected.
The advantages of Quantum Computing:
There are several reasons that researchers are working so hard to develop a practical quantum computer. First, atoms change energy states very quickly -- much more quickly than even the fastest computer processors. Next, given the right type of problem, each qubit can take the place of an entire processor -- meaning that 1,000 ions of say, barium, could take the place of a 1,000-processor computer. The key is finding the sort of problem a quantum computer is able to solve.
If functional quantum computers can be built, they will be valuable in factoring large numbers, and therefore extremely useful for decoding and encoding secret information. If one were to be built today, no information on the Internet would be safe. Our current methods of encryption are simple compared to the complicated methods possible in quantum computers. Quantum computers could also be used to search large databases in a fraction of the time that it would take a conventional computer.
It has been shown in theory that a quantum computer will be able to perform any task that a classical computer can. However, this does not necessarily mean that a quantum computer will outperform a classical computer for all types of task. If we use our classical algorithms on a quantum computer, it will simply perform the calculation in a similar manner to a classical computer. In order for a quantum computer to show its superiority it needs to use new algorithms which can exploit the phenomenon of quantum parallelism. The implications of the theories involved in quantum computation reach further than just making faster computers.
Conclusion:
Although the future of quantum computing looks promising, we have only just taken our first steps to actually realizing a quantum computer. There are many hurdles, which need to be overcome before we can begin to appreciate the benefits they may deliver. Researchers around the world are racing to be the first to achieve a practical system, a task, which some scientists think, is futile. David Deutsch - one of the groundbreaking scientists in the world of quantum computing - himself said, "Perhaps, their most profound effect may prove to be theoretical".
Can we really build a useful quantum computer? Who knows; in a quantum world, anything is possible!

MAGNETIC CIRCUIT AND COOLING OF ELECTRICAL MACHINES (2marks)

SHORT QUESTIONS AND ANSWERS.
1.Write any two similarities and differences between Electric and Magnetic Circuits.
Similarities-
Electric Circuits
1.Emf circulates current in a closed path.
2.Flow of Current is opposed by Resistance
Differences:
1.When current flows,energy is spent continuously
2.Current actually flows in Electric Circuits
3.Ohms Law:emf=Current XResistance
Magnetic Circuits
1.Mmf creates flux in a closed path.
2. Creation of flux is opposed by reluctance.
1.Energy is needed to create the flux,but not to maintain it.
2.Flux does not flow in a magnetic circuit.
3. Ohms Law:mmf=Flux XReluctance
2.What is magnetization curve?
*Curve – Y axis-Magnetic field intensity(H) Vs X axis-Flux density(B).of Magnetic material.
*To estimate mmf required for flux path in the magnetic material.
3.Define gap contraction factor for slots and ducts and gap contraction factor..
Kgs=Gap contraction factor for slots.=Reluctance of AG for slotted arm/Rel.Of AG for smooth arm.
Kgd=GCF for ducts.=Rel. of AG for armature of a machine with ducts/Rel.Of AG without ducts .
K g = Rel. of AG for arm. in m/c with slotted arm& ducts/Rel.Of AG of smooth arm. and without ducts .
K g =Total gap contraction factor for slots and ducts=KgsxKgd.≈1.2
Note:The slots and ducts in the armature (or stator or rotor) of electrical m/c increases the reluctance of air-gap ,which in turn increases the mmf required for air-gap.Kg represents the increase in reluctance as an increase in air-gap length.With the knowledge of Kg,the mmf required for air-gap can be estimated without calculating the increase in reluctance due to slots &ducts.
4.What are ventilating ducts?
The radial ventilating ducts are small gaps of width wd in between the stacks of armature core.They are provided for improving cooling of the core when the length of the core is greater than 0.1m.

5.What is Cater’s coefficient?What is its significance?.
It is a parameter used to estimate the contracted or effective slot pitch in case of armature with open or semi enclosed slots .It is a ratio of wo/lg,where wo=slot opening,lg=length of AG.
It is also used to estimate the effective length of armature when ducts are employed. It is a ratio of wd/lg,where wd=width of duct,lg=length of AG.
6.What is the effect of salient poles on the air-gap mmf?
In salient pole machines, the length of air-gap is not constant over the whole pole pitch.
Hence the effective air-gap is not constant over the whole pole pitch. Hence the effective air-gap length is kglg,where kg is the gap contraction factor. Also for calculating mmf, the maximum gap density Bg,at the centre of the pole is considered instead of average gap density.The field form factor kf, relates the average gap density over the pole pitch to maximum flux density in the air-gap ,given by,
Field form factor,kf=Bav/Bg;Also,kf≈ψ=Pole arc/Pole pitch.
7.What are the problems encountered in estimating mmf for teeth?List the methods of estimating them
Problems:(i).The flux density in different section of a tooth is not uniform.(ii).The slots provides another parallel path for the flux.
Estimation of mmf for teeth: (i).Graphical method.(ii)Three ordinate method.(iii).B1/3 method.
8.Distinguish between real and apparent flux densities in the tooth section of slot.
The real flux density is due to the actual flux through a tooth.The apparent flux density is due to total flux that has to pass through the tooths.Since some of the flux passes through slot,the real flux density is always less than the apparent or total flux density.
Bapp=Total flux in a slot pitch/Tooth area. Breal=Actual flux in a tooth/Tooth area.
9.What is leakage flux and leakage co-efficient?How will you minimize the magnetic leakage?
The leakage flux is the flux passing through unwanted path. It will not help either for transfer or conversion of energy. Leakage co-efficient,Cl=Total flux/Useful flux.The leakage flux affects the excitation demand,regulation,forces on the winding under short circuit conditions, commutation etc.
Leakage flux flows through air-gap of the m/c.If the air-gap of the m/c is kept as low as possible ,LF↓.
10.What is fringing flux?What are the differences between leakage flux and fringing flux?
The bulging of magnetic path at the air-gap is called fringing.The fluxes in the bulged portion are called fringing flux. The leakage flux is not useful for energy transfer or conversion and flows in unwanted path. But the fringing flux is useful flux and flows in the magnetic path.The effect of leakage flux on the m/c performace is accounted by leakage reactance whereas fringing flux increases the slot reactance.
11.List the various types of armature leakage flux.
Slot LF:flux crosses the slot from one tooth to the next and returning through iron.
Tooth topLF:Flux flowing from top of one tooth to the top of another tooth.
Zig-Zag LF:Flux passing form one tooth to another in a Zig-Zag fashion across the air-gap.
Overhang LF:Flux produced by overhang portion of the armature winding.
Harmonic or Differential LF:Flux produced due to difference in stator and rotor harmonic content.
Skew LF:Reduction in mutual flux due to skewing of rotor in induction motor.
Peripheral LF:Flux flowing circumferencially round the air-gap without linking with any of the winding.
12.Define leakage reactance. What is reactance voltage? Is it beneficial?.
The leakage reactance is the reactance offered by leakage flux.The induced voltage due to LF is reactance voltage. It is not beneficial as it affects commutation, and produce sparking in dc machines.
Leakage reactance,Xs=2πfZs2Lλs;L=Length of Arm.λs=Specific slot permeance,Zs=Conductors/slot.
Leakage reactance for poly phase m/c,Xs=8πfTph2Lλs/pq.
13.What is permeance and specific permeance?
Permeance is inverse of reluctance. S=Reluctance=l/μoμrA;Δ=Permeance(=1/S).
Specific permeance: Permeance per unit length of slot.
14.What is stacking factor?
The cores of magnetic circuits are built up with laminated steel plates wherever required. These laminations are insulated from each other by paper, stuck one side of the lamination.Also ventilating ducts are provided along the length of the armature.Hence ,it is clear that the whole length of the armature is not occupied by iron;some part of length is taken up by ventilating ducts and some part by lamination.It is usual to define iron space factor or stacking factor that relates the length of the armature interms of the non-iron portion as Stacking factor=Length of Iron in a stack of assembled core plates to total axial length.
∴Gross iron length,Ls=core length-length of ventilating ducts=L-ndwd;Net iron length,Li=Ki(L-ndwd)
15.On what factors Eddy current and Hysteresis loss depends?
Hysteresis Lossα fBm1.5;Eddy current lossαf2Bm2---wattss
16.What are the various methods of cooling of Turbo-alternator?
(a).Air Cooled Turbo-alternators:
(i).One sided axial ventilation :(upto 3MW).Machine is supplied with air by propeller fan and the air enters the machine from one side and leaves from the other.
(ii).Two sided axial Ventilation:(12MW).Air is forced through the machine from both sides.
(iii).Multiple inlet system:(60MW)Useful for machines having longer core lengths.Outer stator casing is divided into number of compartments, with alternative inlet(air is directed radially inwards) and outlet chambers(air is directed radially outwards).The air is drawn from the outlet chamber and is sent to the coolers where it is cooled and recirculated.
(b). Hydrogen Cooled Turbo-alternators:(more than 60MW).Hydrogen when mixed with air forms an explosive mixture over avery wide range.∴The frame of hydrogen cooled machines has to be made strong enough to withstand possible internal explosion without suffering serious damage.All joints in cooling circuits are made gas tight and oil film shaft seals are used to prevent leakage of hydrogen.
Intially,a pressure of 105kN/m2 was used .For modern conventionally cooled turbo-alternators,the pressure is about 200-300 kN/m2.Fans mounted on the rotor circulate hydrogen through the ventilating ducts and internally arranged coolers.The gas pressure is maintained by an automatic regulating and reducing valve controlling the supply from gas cylinders.
17.Define heating and cooling time constant.
Heating time constant: Time taken by the machine to attain 0.632 of its final steady temperature rise.It is an index of the machine to attain its final steady temperature rise.
θ=θm(1-e-t/Th);If t =Th ;θ=0.632θm;T=Gh/Sλ;λ=specific heat dissipation in W/m2-°C;G=weight of active part of machine inkg,h=specific heat in J/kg-°C,S=Cooling surface in m2.
Cooling time constant:θ=θie-t/Tc; If t =Tc ;θ=0.368θi;∴Cooling time constant is the time taken by the machine for its temperature rise to fall to 0.368 of its initial value.
18.Define rating of electrical machine.
The rating of machines refers to the whole of the numerical values of electrical and mechanical quantities with their duration and sequences assigned to the machines by the manufacturers and stated on the rating plate, the machine complying with the specified conditions.
19.Define Continuous, short time and intermittent short time duty of electrical machine.
(i).Continuous Duty:On this duty,the duration of load is for a sufficiently long time such that all parts of the motor attain thermal equilibrium,ie the motor attains maximum final steady temperature rise.
Continuous rating of a motor is defined as the load that may be carried by the machine for an indefinite time without the temperature rise of any part exceeding maximum permissible value.(eg)Fan,pumps.
(ii).Short time duty:The motor operates at a constant load for some specified time which is then followed by a period of rest.The period for load is so short that the machine cannot reach its thermal equilibrium,ie steady temperature rise while the period for rest is so long that the motor temperature drops to the ambient temperature.(eg).Railway turntable,navigation lock gates.
(iii).Intermittent periodic duty:On intermittent periodic duty,the periods of constant load and rest with machine de-energised alternate.The load periods are too short to allow the motor to reach its final steady state value while periods of rest are also too small to allow the motor to cool down to the ambient temperature.(e.g)Cranes,lifts,metal cutting machine.
20.Distinguish between conventionally cooled and direct cooling of Turbo-alternator.
Conventional cooling:Here machines dissipate their losses to a coolant which is entirely outside the coil.
Direct cooling:Process of dissipating the winding losses to a cooling medium circulating within the winding insulation wall.Here the Coolant is in direct contact with conductor.