WHEATSTONE BRIDGE
1
History
2
 The Wheatstone Bridge was invented in 1833 by
Samuel Hunter Christie
 Later named after Sir Charles Wheatstone for his
many applications of the circuit through the 1840s
 The most common procedure for the bridge remains
the testing of unknown electrical resistance
Wheatstone Bridge
3
Analysis
4
 Identify the currents
Consider the bridge at “balance”, ig=0
5
1 3
2
3 3
1 1 2 2
x
x x
i i
i i
i R i R
i R i R




g
g
g
Some Algebra
6
1 3 2
1 1 2 2
3
1 2
2
3
1
x
x
x
i R i R
i R i R
R R
R R
R
R R
R




Use to Measure Resistance
2
3
1
x
R
R R
R

7
Ratio Arms
Working
8
 By changing resistors to adjusting variable resistors
to balance the device, the mathematical ratio is used
to calculate the fourth (unknown) resistance
Applications
9
 Main focus of the Wheatstone Bridge = applications
using electricity
 The circuit monitors sensor devices like strain
gauges – it reads the level of the strain in the system
 The galvanometer measures whether the gauges
are balanced or not
 Electrical power distributors use the Wheatstone
Bridge to locate breaks in the power lines
Impact of the Wheatstone Bridge
10
 The Wheatstone Bridge is a very simple design,
although there are more complex versions of
achieving the same outcome
 Can be adjusted easily
 Fairly inexpensive to produce
 Also indirectly measures any variable that would
change the resistance of a material
 Ex: temperature, force, pressure
THANK YOU
11

Wheatstone bridge

  • 1.
  • 2.
    History 2  The WheatstoneBridge was invented in 1833 by Samuel Hunter Christie  Later named after Sir Charles Wheatstone for his many applications of the circuit through the 1840s  The most common procedure for the bridge remains the testing of unknown electrical resistance
  • 3.
  • 4.
  • 5.
    Consider the bridgeat “balance”, ig=0 5 1 3 2 3 3 1 1 2 2 x x x i i i i i R i R i R i R     g g g
  • 6.
    Some Algebra 6 1 32 1 1 2 2 3 1 2 2 3 1 x x x i R i R i R i R R R R R R R R R    
  • 7.
    Use to MeasureResistance 2 3 1 x R R R R  7 Ratio Arms
  • 8.
    Working 8  By changingresistors to adjusting variable resistors to balance the device, the mathematical ratio is used to calculate the fourth (unknown) resistance
  • 9.
    Applications 9  Main focusof the Wheatstone Bridge = applications using electricity  The circuit monitors sensor devices like strain gauges – it reads the level of the strain in the system  The galvanometer measures whether the gauges are balanced or not  Electrical power distributors use the Wheatstone Bridge to locate breaks in the power lines
  • 10.
    Impact of theWheatstone Bridge 10  The Wheatstone Bridge is a very simple design, although there are more complex versions of achieving the same outcome  Can be adjusted easily  Fairly inexpensive to produce  Also indirectly measures any variable that would change the resistance of a material  Ex: temperature, force, pressure
  • 11.