Wagner Earth Connection

Wagner Earth Connection:

Wagner Earth Connection – When performing measurements at high frequency, stray capacitances between the various bridge elements and ground, and between the bridge arms themselves, become significant. This introduces an error in the measurement, when small values of capacitance and large values of inductance are measured.

An effective method of controlling these capacitances, is to enclose the ele­ments by a shield and to ground the shield. This does not eliminate the capaci­tance, but makes it constant in value.

Another effective and popular method of eliminating these stray capacitances and the capacitances between the bridge arms is to use a Wagner Earth Connectio. Figure 11.28 shows a circuit of a capacitance bridge. C1 and C2 are the stray capacitances. In Wagner’s ground connection, another arm, consisting of Rw and Cw forming a potential divider, is used. The junction of Rw and Cw is grounded and is called Wagner Earth Connectio. The procedure for adjustment is as follows.

Wagner Earth Connection

The detector is connected to point 1 and R1 is adjusted for null or minimum sound in the headphones. The switch S is then connected to point 2, which connects the detector to the Wagner Earth Connection. Resistor Rw is now adjusted for minimum sound. When the switch `S’ is connected to point 1, again there will be some imbalance. Resistors R1 and R3 are then adjusted for minimum sound and this procedure is repeated until a null is obtained on both switch positions 1 and 2. This is the ground potential. Stray capacitances C1 and C2 are then effectively short-circuited and have no effect on the normal bridge balance.

The capacitances from point C to D to ground are also eliminated by the addition of Wagner’s ground connection, since the current through these capacitors enters Wagner’s ground connection.

The addition of the Wagner ground connection does not affect the balance conditions, since the procedure for measurement remains unaltered.

Resonance Bridge

One arm of this bridge, shown in Fig. 11.29, consists of a series resonance circuit. The series resonance circuit is formed by Rd, Cd and Ld in series. All the other arms consist of resistors only.

Resonance Bridge

Using the equation for balance,

we have

Resonance Bridge

Resonance Bridge

Resonance Bridge

Equating the real and imaginary terms

Resonance Bridge

The bridge can be used to measure unknown inductances or capacitances. The losses Rd can be determined by keeping a fixed ratio Ra/Rb and using a standard variable resistance to obtain balance. If an inductance is being measured, a standard capacitor is varied until balance is obtained. If a capaci­tance is being measured, a standard inductor is varied until balance is ob­tained.The operating frequency of the generator must be known in order to cal­culate the unknown quantity. Balance is indicated by the minimisation of sound in the headphones.

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