Part 2 Flashcards

1
Q

electrically short when its physical length is
short compared to a quarter- wavelength of the energy it is to carry.

A

Transmission line

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2
Q

electrically long when its physical length is long compared to a
quarter-wavelength of the energy it is to carry

A

Transmission Line

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3
Q

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

A

load at the output end of the line

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4
Q

very short transmission line is usually considered to have practically _____________, except for a small amount of resistance

A

no electrical properties of its own

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5
Q

The electrical characteristics of a two-wire transmission line depend primarily on the __________________

A

construction of the line

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6
Q

The two-wire line acts like a

A

long capacitor

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7
Q

Each type of two-wire transmission line also has a ___________, wherein it represents the value of the current flow that may be expected through the insulation

A

conductance value

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8
Q

Ideally, a transmission line would also have its constants of inductance, capacitance, and
resistance lumped together.

A

lumped constants

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9
Q

simplification, representing the distributed nature of the
transmission line parameters as lumped elements per unit length.

A

The equivalent circuit of a two wire transmission line

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10
Q

The analysis of transmission lines often involves ___________ derived
from these differential equations to determine voltage and current behavior along
the line.

A

solving the wave equations

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11
Q

Transmission line constants are distributed. A line infinitely long can be represented by

A

an infinite number of inductors and capacitors

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12
Q

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

A

distributed constants

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13
Q

in distributed constants, the amount of inductance, capacitance, and resistance depends on the __________ between the wires

A

length of the line,
the size of the conducting wires,
the spacing between the wires,
and the dielectric
(air or insulating medium)

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14
Q

When current flows through a wire, it generates magnetic lines of force around the wire.

A

Inductance of a Transmission Line

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15
Q

In inductance of a transmission line, as the current amplitude changes, the magnetic field ______________

A

expands and collapses

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16
Q

The collapsing magnetic field __________ into the wire, maintaining the current flow.

A

induces energy back

17
Q

unit of inductance per unit length

A

microhenrys

18
Q

Two parallel wires in a transmission line act as plates of a capacitor.

A

Capacitance of a Transmission Line

19
Q

In a capacitance of a transmission line, the air or insulating material between the wires serves as the ______. This setup creates an electric field similar to that of a capacitor.

A

dielectric

20
Q

unit of capacitance per unit length

A

picofarads

21
Q

existing continuously from one end of the line to the other.

A

Resistance of a Transmission Line

22
Q

unit of resistance per unit length

23
Q

Since any dielectric, even air, is not a perfect insulator, a small current known as ____________ flows between the two wires

A

Leakage Current

24
Q

In effect of a leakage current, the insulator __________, permitting current to pass between the two wires.

A

acts as a resistor

25
This leakage path as resistors in parallel connected between the two lines. This property is called ________ and is the opposite of resistance.
CONDUCTANCE (G)
26
Conductance in transmission lines is expressed as the __________ and is usually given in _______ per unit length.
reciprocal of resistance, micromhos
27
The most efficient transfer of electrical energy takes place when __________
the source impedance is matched to the load impedance
28
If the characteristic impedance of the transmission line and the load impedance are equal, energy from the transmitter _________ caused by reflection
will travel down the transmission line to the antenna with no power loss
29
the input impedance of a transmission line either infinitely long or terminated in a pure resistance exactly equal to its characteristic impedance.
Character Impedance
30
another name for characteristic impedance.
Surge Impedance
31
impedance Zo formula
Zo = sqrt of (L/C)
32
Characteristic Impedance of a Two wire Line formula
Zo = 276 / sqrt of 𝜖 * log10(2D/d)
33
Characteristic Impedance of a concentric or coaxial line
𝑍𝑜 ≈ 138/sqrt of 𝜖 * log10(𝐷/d) 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
33
Velocity Factor and Dielectric Constant of Different Materials
memorize from table
34