MIL-PRF-27G
4.7.12.8.2 Insertion loss for unequal input and output impedance. The insertion loss shall be determined as above
using the test circuit on figure 4. The insertion loss shall be calculated using the following formula:
Eg
ZL
I.L = 20 log10 2E + 10 log10 Z
L
S
Where:
I.L. = Insertion loss (in dB)
Eg = Constant voltage across the generator
EL = Load voltage with transformer in circuit
ZS = Source impedance (to match the reflected input design impedance)
ZL = Load impedance.
4.7.12.9 Self-resonant frequency. Unless otherwise specified (see 3.1) the self-resonant frequency shall be
determined as follows, using the test circuit shown on figure 5. Starting at the lowest frequency within the specified
frequency range, the frequency shall be increased and the VTVM or equivalent observed for voltage dip (e.g.
impedance bridges). The frequency at which the minimum dip occurs shall be recorded as the self-resonant
frequency. An alternate test method is to use an impedance analyzer, an oscilloscope (or similar equipment) to
determine the self-resonant frequency.
4.7.12.10 Coupling among units (multi-unit transformers and inductors). With any one of the units energized, as
specified, at the geometric-mean frequency of the specified frequency range, the voltage induced in the highest voltage
or impedance winding of any other unit shall be measured (see 3.1).
4.7.12.11 Electrostatic shielding. With all windings short-circuited and those on the same side of the electrostatic
shield connected together, using the circuit shown on figure 6 the voltage of the signal generator at the specified
frequency (see 3.1) shall be set to give a definite indication on the detector, with switch "S" open. With switch "S"
closed, the generator voltage shall be increased so as to yield the same indication on the detector, and the ratio of the
generator voltages shall be computed. The detector shall have a minimum input impedance of 1 megohm.
4.7.12.12 Magnetic shielding. The transformer or inductor shall be placed in the approximate center of a
Helmholtz structure (see 6.5), consisting of two test coils placed coaxially 1 foot apart and connected in series aiding.
Each coil shall consist of 1,500 turns of 0.00795-inch diameter (AWG size 32) wire, wound on a coil form having a
radius of 1 foot and a length of 1 inch. A 115-volt, 60 Hz alternating voltage shall be applied across the
series-connected coils, the transformer or inductor shall be rotated until the voltage across the highest voltage or
highest impedance winding is a maximum, and this value shall be noted. The detector shall have a minimum
impedance of 1 megohm.
4.7.12.12.1 Alternate test. The specimen under test shall be energized and the external field shall be measured by
a suitable probe.
4.7.12.13 Center-tap balance at low levels (-20 to -80 dB m balance). Using the circuit shown on figure 7, adjust
R1 until V goes through minimum. Calculate the dB balance from:
R2
dB = 20 log R - R
1
2
An alternate method may be used for center-tap balance by substituting a ratio transformer for R1 and R2 on figure 7.
L1 and L2 will then replace R1 and R2 in the formula for calculating the dB balance.
4.7.12.14 Polarity. With the transformer windings connected in series as specified (see 3.1), and with a voltage
applied to one of the windings, comparison shall be made between the sum of the voltages across individual windings
and the voltage across the series of windings. Any other suitable method of determining polarity is permissible.
4.7.12.15 Storage factor. Storage factor (Q) shall be measured under the conditions specified (see 3.1).
4.7.12.16 Wave shape. With the source and load conditions as specified (see 3.1), the wave shape of the output
shall be determined.
4.7.12.17 Turns ratio or voltage ratio (as specified). The voltmeter method or any other suitable means shall
determine the ratio.
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