quiz 1 Flashcards

1
Q

When power is applied to a very short transmission line, practically all of it
reaches the load at the

A

output end of the line

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2
Q

A transmission line is considered to be ____ when its physical length
is short compared to a quarter- wavelength of the energy it is to carry

A

electrically short

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3
Q

A transmission line is considered to be ____ when its physical length is long compared
to a quarter-wavelength of the energy it is to carry.

A

electrically long

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4
Q

This very short transmission line is usually
considered to have practically no electrical properties of its own, except for a
small amount of

A

resistance

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5
Q

mostly used transmission line

A

electrically long

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6
Q

the voltage necessary to drive a current through a long line is
considerably greater than the amount that can be accounted for by the _____ of the load in series with the resistance of the line

A

impedance

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7
Q

depend primarily on the
construction of the line

A

two-wire transmission line

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8
Q

acts like a long capacitor

A

two-wire line

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9
Q

have a magnetic field about them when electrical energy is being passed through them, they also exhibit the properties of inductance

A

long conductors

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10
Q

The effects of the inductive and capacitive reactances of the line depend
on the _______ applied

A

frequency

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11
Q

electrons manage to move from one conductor to the other
through the

A

dielectric

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12
Q

Each type of two-wire transmission line also has a

A

conductance value

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13
Q

represents the value of the current flow that may be expected through the insulation

A

conductance value

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14
Q

has the properties of inductance, capacitance, and resistance
just as the more conventional circuits have

A

transmission line

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15
Q

has the property of inductance

A

coil of wire

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16
Q

can be used to supply the required
capacitance for a circuit

A

Two metal plates separated by a small space

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17
Q

can be used to supply a
certain value of circuit resistance as a lumped sum

A

fixed resistor

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18
Q

The equivalent circuit of a two-wire transmission line, in the context of electrical engineering, is represented by a

A

series combination of a small inductance (L) and resistance (R) per unit length, in parallel with a small capacitance (C) and
conductance (G) per unit length

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19
Q

Transmission line constants, called _______, are spread along the
entire length of the transmission line and cannot be distinguished separately.

A

DISTRIBUTED CONSTANTS

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20
Q

The amount of inductance, capacitance, and resistance depends on the
length of the line, the size of the conducting wires, the spacing between the
wires, and the dielectric (air or insulating medium) between the wires.

A

DISTRIBUTED CONSTANTS

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21
Q

are set up around the wire when current flows through a wire

A

magnetic lines of force

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22
Q

The energy produced by the magnetic lines of force collapsing back into the wire tends to keep the current flowing in the same
direction. This represents a certain amount of

A

inductance

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23
Q

inductance is expressed in

A

microhenrys per unit length

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24
Q

The capacitance between the wires is usually expressed in

A

picofarads per unit length

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25
act as plates of a capacitor
two parallel wires
26
the air between two parallel wires acts as a
dielectric
27
resistance is usually expressed in
ohms per unit length
28
is shown as existing continuously from one end of the line to the othe
resistance
29
a small current that flows between the two wires
LEAKAGE CURRENT
30
acts as a resistor, permitting current to pass between the two wires
insulator
31
is the opposite of resistance or expressed as the reciprocal of resistance
CONDUCTANCE
32
This leakage path as resistors in parallel connected between the two lines, what is this property?
CONDUCTANCE
33
Conductance is expressed in
micromhos per unit length
34
The most efficient transfer of electrical energy takes place when the source impedance is matched to the
load impedance
35
If the characteristic impedance of the transmission line and the load impedance are equal, energy from the transmitter will travel down the transmission line to the antenna with no power loss caused by
reflection
36
– the input impedance of a transmission line either infinitely long or terminated in a pure resistance exactly equal to its characteristic impedance.
Character Impedance
37
another name for characteristic impedance
Surge Impedance
38
Characteristic Impedance of a Two wire line
D = spacing between the wires (center to center) d = diameter of one of the conductors 𝜖 = dielectric constant of the insulating material relative to air
39
Characteristic Impedance of a concentric or coaxial line
Where: D = inner diameter of the outer conductor d = outer diameter of the inner conductor 𝜖 = dielectric constant of the insulating material relative to air
40
The distributed analysis of uniform transmission lines was started by
William Thomson (Lord Kelvin) in 1855
41
The distributed analysis of uniform transmission lines was completed by
Oliver Heaviside about 1885.
42
refer to the reduction of power or signal strength as electricity or data travels through a transmission line. These losses occur due to various factors such as resistance, dielectric properties, electromagnetic radiation, and external interference.
Transmission losses
43
are critical in power systems, communication networks, and RF/microwave applications, as they impact efficiency, reliability, and performance.
Transmission losses
44
Types of Transmission Losses
 Copper Losses  Dielectric Losses  Radiation and Induction Losses  Evanescent Wave Losses  Four Wave Mixing
45
Also called “Resistive Losses”, is the most common type of loss, these occur due to the resistance of the conductor material, leading to power dissipation in the form of heat.
Copper Losses
46
are proportional to the square of the current (I²R) and are exacerbated by the skin effect, where high-frequency currents concentrate near the conductor's surface, increasing effective resistance.
Copper Losses
47
At high frequencies, the current tends to concentrate near the surface of the conductor (the "skin"). This reduces the effective cross-sectional area for current flow, increasing resistance and leading to power loss.
SKIN EFFECT
48
are used to minimize skin effect losses
coaxial cables with thick outer conductors
49
In _______, the skin effect can be significant, especially at higher frequencies
radio frequency (RF) transmission lines
50
This means that 20 kW of power is wasted as heat due to resistance. To minimize this loss
increasing the transmission voltage (reducing current) or using a lower resistance conductor would help
51
occur when the insulating material between conductors absorbs energy from the alternating electric field, converting it into heat. These losses depend on the material's dielectric constant and frequency.
Dielectric losses
52
In a coaxial cable, the dielectric material between the inner and outer conductors can experience dielectric losses, leading to
signal attenuation
53
in ____, high-frequency signals passing through dielectric substrates suffer from dielectric heating
microwave transmission
54
The magnitude of dielectric loss is determined by the
dielectric's permittivity and dielectric loss tangent
55
At high frequencies, the transmission line can act as an antenna, radiating some of the electromagnetic energy into space. This is particularly significant for open-wire transmission lines
Radiation Losses
56
If the transmission line is located near metallic objects, currents can be induced in these objects, leading to power loss
Induction Losses
57
are non-propagating waves that exist in certain media where the signal frequency is lower than the cutoff frequency
Evanescent waves
58
If the signal frequency is lower than the cutoff frequency of this dominant mode, the signal will propagate as an evanescent wave, which decays rapidly along the fiber.
dominant mode of propagation
59
can occur when the harmonics of two signal wavelengths overlap with the frequency of a third wavelength. This can lead to the generation of new frequencies and distortion of the original signals
Four-Wave Mixing
60
can be a significant source of noise and distortion, especially at high data rates
Four-Wave Mixing