Test 1 Flashcards

(38 cards)

1
Q

When 2 coils are placed in close proximity to each other and a sinusoidal current is applied to one coil…

A

A second sinusoidal voltage ( and current ) will be induced in the second coil. This is caused by a changing magnetic field

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2
Q

Mutual inductance definition

A

Defined as the amount of voltage induced in the second coil when voltage is applied to
the first coil

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3
Q

The coefficient of coupling (k) is…

A

The ratio of flux lines produced by coil 1 linking coil 2, to the total flux produced by coil 1

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4
Q

K = (ϕL_1-2)/(ϕL_1)

A
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5
Q

K is dependent on…

A

The physical closeness of the coils and the type of core material

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6
Q

Basic Transformer Construction

A
  • Both primary and secondary windings are would around a core material.
  • The purpose of the core material is to provide a body to place the windings and to also
    provide a magnetic path for the flux lines.
  • There are 3 general types of core materials a) Air b) Ferrite, and c) Iron.
  • Air and Ferrite cores are typically used in high frequency applications whereas Iron cores
    are used in power applications. ( Power Supply )
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7
Q

The formula to determine the turns ratio is…

A

n = N_s/N_p

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8
Q

Direction of windings

A
  • The primary and secondary voltages are in phase when the windings of both the primary and secondary are
    wound in the same direction.
  • If the windings are wound in the opposite direction, the primary and secondary voltages are out of phase.
  • Phase dots on schematic diagrams indicate this phase relationship.
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9
Q

Step up transformers

A
  • A Step-up transformer has a larger secondary voltage than the primary.
  • Formula to determine the secondary voltage of a Step-Up transformer is:
    VS = ( NS ) / ( NP ) * VP
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10
Q

Step down transformers

A

A Step-Down transformer has a smaller secondary voltage than the primary.
* Formula to determine the secondary voltage of a Step-Down transformer is:
VS = ( NS ) / ( NP ) * VP

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11
Q

Loading the secondary of a transformer

A
  • When a load resistor is connected to the secondary, the current thru the load is described as follows:
    IS = ( NP ) / ( NS ) x IP
  • Note: ( NP ) / ( NS ) is the reciprocal of the turns ratio formula
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12
Q

Primary Power Equals…

A
  • Secondary power
  • The power delivered to a load in the secondary can never be greater than the power put into the primary of a
    transformer.
  • Some of the power in the secondary is lost because of non-ideal conditions .
  • This loss of power is given up as heat.
  • Power is dependent on voltage and current. P= E X I
  • If voltage is stepped up in a transformer, the current is stepped down, and visa-versa.
  • An ideal transformer will always have Pin = Pout
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13
Q

Reflected Load in a Transformer

A
  • The load ( in ohms ) in the secondary is not the actual ohms as ‘seen’ by the transformer’s primary winding,
    but is based on the turns ratio, the primary current, and the value of the load resistor.
    RP = ( 1 )2 x RL
    ( n )
  • Where: RP = Reflected resistance as seen by the source
  • n = Turns ratio of the transformer
  • RL = Actual resistance of load ( in ohms )
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14
Q

Matching the Load Resistance to a Source Resistance

A
  • One application of transformers is to use it for impedance matching to provide maximum power transfer in a
    circuit.
  • Maximum power transfer occurs when both the source and load impedances ( AC resistance ) are equal.
  • Perfect power transfer is never achievable but the higher the better as any differences in ideal power transfer
    are typically given up as heat in a circuit. ( Heat is inefficient )
    Transformers
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15
Q

When a source is connected to a load, the maximum power is delivered to the load when…

A

The load
resistance is equal to the source resistance

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16
Q

Transformer as an Isolation Device

A
  • A transformer is an AC device.
  • DC Current cannot pass through a transformer.
  • A transformer is often used to isolate and filter DC voltage but allow AC to pass to next circuit.
  • A transformer is also used to isolate circuits for electrical shock. Remember: A transformer is a coupling of electromagnetism and does not provide a direct coupling of line voltage to a circuit. Ie: Unity transformer
17
Q

Transformer power rating

A

Volt-Amperes (VA)

18
Q

Non-Ideal Transformer Characteristics

A

Winding Resistance – Primary and Secondary winding resistances cause small voltage drops, thus less voltage to load.
* Losses in the Core – Heating of the ferrite and iron cores. It is caused by continuous changing of magnetic field. It is
commonly called hysteresis loss.
* Magnetic Flux Leakage – Magnetic flux produced in primary does not all pass thru the core to the secondary. Typically
99% passes.
* Winding Capacitance – Stray capacitance between adjacent turns of a winding. Affects higher frequency operation ( Xc
drops ) resulting in bypass effect across primary winding and across the secondary load.
Transformers

19
Q

Transformer efficiency

A

Pout/Pin*100%

20
Q

Other Types of Transformers (List)

A
  • Tapped
  • Multiple winding
  • Auto
  • Three-phase
21
Q

Other types of transformers (specifics)

A

Tapped Transformers (Pg. 656 ) – Center Tapped Secondary. Voltages in secondary are now ½ with reference to CT.
Also out of phase. Used in power supplies. Also used in residential wiring.
* Multiple Winding Transformers (Pg. 657 ) – Multiple primary windings allowing operation of 120VAC or 240VAC.
* Autotransformers ( Pg. 658 )– Have adjustable tap using sliding contact which is moved to vary the output ( called a
variac )
* Three- Phase Transformers ( Pg. 659 ) Delta and Wye configurations

22
Q

Troubleshooting Transformers

A
  • Most problems encountered with defective transformers are that of open primary and secondary windings ( excessive
    current burns wiring ).
  • Check with ohmmeter – POWER OFF
  • Other but less frequent problems are shorted or partially shorted windings. Check with ohmmeter versus a good unit
23
Q

Mutual Inductance

A

When two coils are placed close to each other, a
changing flux in one coil will cause an induced voltage
in the second coil. The coils are said to have mutual
inductance (LM), which can either add or subtract
from the total inductance depending on if the fields are aiding or opposing

24
Q

Mutul Inductance Formula

A

L_M=Ksqrt(L_1L_2)

25
The coefficient of coupling depends on factors such as...
- The orientation of the coils to each other - Their proximity - If they are on a common core
26
Basic Transformer
The basic transformer is formed from two coils that areusually wound on a common core to provide a path for the magnetic field lines. Schematic symbols indicate the type of core
27
Turns Ratio
n = (N_secondary) / (N_primary)
28
Direction of windings
The direction of the windings determines the polarity of the voltage across the secondary winding with respect to the voltage across the primary. Phase dots are sometimes used to indicate polarities
29
Step-up/down transformers
In a step-up transformer, the secondary voltage is greater than the primary voltage and n > 1. Summary Step-up and step-down transformers In a step-down transformer, the secondary voltage is less than the primary voltage and n < 1
30
Isolation transformer
- Because the turns ratio is 1, the secondary voltage is the same as the primary voltage, hence ac is passed from one circuit to another - The isolation transformer breaks the dc path between two circuits while maintaining the ac path. The dc is blocked by the transformer, because magnetic flux does not change with dc
31
Coupling Transformers
Coupling transformers are used to pass a higher frequency signal from one stage to another. Because they are high frequency transformers, they typically are configured with a resonant circuit on the primary and the secondary. Some specialty isolation amplifiers use transformer coupling to isolate power
32
Current in transformers
Transformers cannot increase the applied power. If the secondary voltage is higher than the primary voltage, then the secondary current must be lower than the primary current and vice-versa. The ideal transformer turns ratio equation for current is n=I_Primary/I_Secondary
33
Power in transformers
The ideal transformer does not dissipate power (P_Primary=P_Secondary)
34
Reflect Resistance
R_Pri = (1/n)^2*R_L
35
One common application of a balun is...
In matching a balanced dipole antenna to a coax line
36
Reasons for non-ideal transformer
- Winding resistance (causing power to be dissipated in thewindings.) - Hysteresis loss (due to the continuous reversal of the magnetic field.) - Core losses due to circulating current in the core (eddy currents). - Flux leakage flux from the primary that does not link to the secondary - Winding capacitance that has a bypassing effect for the windings
37
P_out =
(V_L)^2 / R_L
38