# 1. In a Wheatstone bridge what is the relation between the sensitivity and deflection for a galvanometer?

1. Directly proportional
2. Inversely proportional
3. Independent of each other
4. Depends on the type of galvanometer used

Explanation:-

When the bridge is balanced, the current through the galvanometer is zero. but when the bridge is in an unbalanced condition, current flows through the galvanometer, causing a deflection of its pointer.

The amount of deflection is a function of the sensitivity of the galvanometer. Sensitivity can be thought of as deflection per unit current.

Sensitivity (S) = Deflection (D)/Current (I)

From the above equation, it is clear that the sensitivity of the Wheatstone bridge is directly proportional to the Deflection. A more sensitive galvanometer deflects by a greater amount for the same current.

# 2. Maximum sensitivity in a Wheatstone bridge for small unbalanced occurs when?

1. R2 ⁄ Rx = 1
2. R1 ⁄ Rx = 1
3. R3 ⁄ Rx = 1
4. R3 ⁄ Rx = 1

Answer.3. R3 ⁄ Rx = 1

Explanation:-

Different galvanometers have different current/voltage sensitivities. Hence, in order to determine whether the galvanometer has the required sensitivity to detect an unbalance condition the bridge circuit can be solved for a small unbalance by converting the Wheatstone bridge into its equivalent Thevenin circuit.

The bridge sensitivity for a small unbalanced load is given by

Where

SB = Bridge sensitivity

SV = Current sensitivity of galvanometer

E = EMF

R3 = Standard Arm

Rx = Unknown Resistance

Hence the Maximum sensitivity in a Wheatstone bridge for small unbalanced occurs when RX = R3

Wheatstone Bridge is said to be more sensitive when all four resistances are nearly equal.

# 3. When the bridge is balanced, what is the current flowing through the galvanometer?

1. 0
2. Depends on the ratio arms R1 and R2
3. Varies by a factor of 2
4. Depends on the type of null detector used

Explanation:-

When there is no current through the meter, the galvanometer pointer rests at 0, i.e. mid-scale. To have zero current through the galvanometer, the points b and d must be at the same potential. Thus potential across arm ab must be the same as the potential across arm ad.

Current in one direction causes the pointer to deflect on one side and current in the opposite direction to the other side.

# 4. The Sensitivity of the Wheatstone bridge is expressed in _____

1. cm/A
2. m/mA
3. mm/µA
4. inch/nA

Explanation:-

The amount of deflection is a function of the sensitivity of the galvanometer. Sensitivity can be thought of as deflection per unit current.

Sensitivity (S) = Deflection (D)/Current (I)

Deflection may be expressed in linear or angular units of measure i.e mm, Degree, or radian, and the current is expressed in µA

Therefore the sensitivity can be expressed in units of S = mm/µA or degree/µA or radians/µA.

# 5.  Amount of deflection of the galvanometer depends on _______

1. Resistance of the ratio arms
2. Sensitivity
3. EMF across the circuit
4. None of the above

Explanation:-

When the bridge is balanced, the current through the galvanometer is zero. but when the bridge is in an unbalanced condition, current flows through the galvanometer, causing a deflection of its pointer.

The amount of deflection is a function of the sensitivity of the galvanometer. Sensitivity can be thought of as deflection per unit current.

Sensitivity (S) = Deflection (D)/Current (I)

or

Deflection (D) = Sensitivity (S) × Current (I)

From the above equation, it is clear that the sensitivity of the Wheatstone bridge is directly proportional to the Deflection. A more sensitive galvanometer deflects by a greater amount for the same current.

# 6. The voltage sensitivity of a galvanometer is given by ______

1. Sv = e/θ
2. Sv = θ/e
3. Sv = 1/e
4. Sv = 1/θ

Explanation:-

Voltage sensitivity: It is defined as the amount of deflection per until voltage across the galvanometer.

SV = θ/e

θ = Voltage across galvanometer

e = Deflection of galvanometer

It is measured in degrees per volts or radian per volt.

# 7. Unit of voltage sensitivity is ________

1. Volts per degrees
2. Amps per ohms
3. Degrees per volts
4. Watts per amps

Explanation:-

Voltage sensitivity: It is defined as the amount of deflection per until voltage across the galvanometer.

SV = θ/e

θ = Voltage across galvanometer

e = Deflection of galvanometer

It is measured in degrees per volts or radian per volt.

# 8. If we increase the current sensitivity then what will be the effect on the voltage sensitivity of the instrument.

1. Voltage sensitivity will definitely increase
2. Voltage sensitivity will definitely decrease
3. No change in the voltage sensitivity
4. The change in voltage sensitivity is not absolute

Answer.4. The change  in voltage sensitivity is not absolute

Explanation:-

Voltage sensitivity: lt is defined as the deflection of coil per unit potential difference across its ends.

SV = θ/V = N.A.B/Rg.C ——- (1)

Where

Rg = Galvanometer resistance

N = Number of turns

A = Area

B = Magnetic field strength

C = torsional Rigidity

Clearly, for greater sensitivity number of turns N, area A, and magnetic field strength B should be large, and torsional rigidity C of suspension should be small.

Also, current sensitivity is

SI = θ/I = NAB/C ——- (2)

SV/SI = 1/G

SV = SI/G

Clearly the voltage sensitivity depends on the current sensitivity and the resistance of the galvanometer. If we increase current sensitivity then it is not certain that voltage sensitivity will be increased. Thus, the increase of current sensitivity does not imply an increase in voltage sensitivity.

# 9. Sensitivity is defined as _______

1. Amount of voltage per unit current
2. Amount of power per unit voltage
3. Amount of resistance per unit voltage
4. Amount of deflection per unit current

Answer.4. Amount of deflection per unit current

Explanation:-

The amount of deflection is a function of the sensitivity of the galvanometer. Sensitivity can be thought of as deflection per unit current.

Sensitivity (S) = Deflection (D)/Current (I)

# 10. The bridge sensitivity is define by the expression

1. SV = R1/R2
2. Sb = ΔR/R
3. Sb = θ/ΔR/R
4. Sb = ΔR/R × θ

Explanation:-

The bridge sensitivity 1s defined as the deflection of the galvanometer per unit fractional change in the unknown resistance. It is denoted as S

Sb = θ/ΔR/R

Where

ΔR/R = unit fractional change in unknown resistance.

Scroll to Top