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Measuring current, voltage, and resistance
A
Ammeter:
• measures current (A)
• connected in series
(current must go through instrument)
I
V
a b
Voltmeter:
• measures potential difference (V)
• connected in parallel
Ohmmeter:
• measures resistance of an isolated
resistor (not in a working circuit)

Effect of ammeter on circuit
V
R
Measuring current in a simple circuit:
A
• connect ammeter in series
Are we measuring the correct current?
(the current in the circuit without ammeter)
• current without the ammeter would be
V
R
.
V
I =
R
Measuring current in a simple circuit:
.
V
I =
R +r
To minimize error, ammeter resistance r must be very small.
(ideal ammeter would have zero resistance)
• any ammeter has some resistance r.
r
• connect ammeter in series
Are we measuring the correct current?
(the current in the circuit without ammeter)
• current in presence of ammeter is
Effect of ammeter on circuit
Example: an ammeter of resistance 10 m is used to measure
the current through a 10  resistor in series with a 3 V battery
that has an internal resistance of 0.5 . What is the relative
(percent) error caused by the ammeter?
V=3 V
R=10 
r=0.5 
Actual current without ammeter:
V
I =
R +r
3
I = A
10+0.5
I=0.2857 A =285.7 mA
You might see the symbol 
used instead of V.
V=3 V
R=10 
r=0.5 
Current with ammeter:
A
V
I =
R +r+R
3
I = A
10+0.5+0.01
I=0.2854 A =285.4 mA RA

0.2857-0.2854
% Error = 100
0.2857
%Error =0.1%
Designing an ammeter
http://hyperphysics.phy-astr.gsu.edu/hbase/magnetic/galvan.html#c1
Galvanometer:
• current flows through a coil in a magnetic field
• coil experiences a torque, connected needle deflects
(see later chapters of this class)
Designing an ammeter
• ammeter can be based on galvanometer
(for electronic instrument, use electronic sensor instead, analysis still applies)
• simplest case: send current directly through galvanometer,
observe deflection of needle
Needle deflection is proportional to current.
Each galvanometer has a certain maximum
current corresponding to full needle deflection.
What if you need to measure a larger current?
• use shunt resistor
Ammeter uses a galvanometer and a shunt, connected in
parallel:
A
I

Everything inside the green box is the ammeter.
• Current I gets split into Ishunt and IG
G
RG
RSHUNT
IG
ISHUNT
I
A B
galvanometer
G
RG
RSHUNT
IG
ISHUNT
I
A B
Shunt also reduces resistance of the ammeter:
 
A G SHUNT
1 1 1
R R R


G SHUNT
A
G SHUNT
R R
R
R R
Web links: ammeter design, ammeter impact on circuit,
clamp-on ammeter (based on principles we will soon be
studying).
Effect of voltmeter on circuit
Measuring voltage (potential difference)
Vab in a simple circuit:
• connect voltmeter in parallel
Are we measuring the correct voltage?
(the voltage in the circuit without voltmeter)
=3 V
R=10 
r=0.5 
V
a b
• extra current changes voltage drop across r
and thus Vab
To minimize error, voltmeter resistance r must be very large.
(ideal voltmeter would have infinite resistance)
• voltmeter has some resistance RV
• current IV flows through voltmeter
Effect of voltmeter on circuit
Measuring voltage (potential difference)
Vab in a simple circuit:
• connect voltmeter in parallel
Are we measuring the correct voltage?
(the voltage in the circuit without voltmeter)
=3 V
R=10 
r=0.5 
RV
a b
IV
• voltmeter must have a very large resistance
• voltmeter can be made from galvanometer in series with a
large resistance
V G
RG
RSer

Everything inside the blue box is the voltmeter.
a b
Vab
a b
Vab
Homework hints: “the galvanometer reads 1A full scale” would mean a current of IG=1A would produce
a full-scale deflection of the galvanometer needle.
If you want the voltmeter shown to read 10V full scale, then the selected RSer must result in IG=1A
when Vab=10V.
Homework hints: “the galvanometer reads 1A full scale” would mean a current of IG=1A would produce
a full-scale deflection of the galvanometer needle.
If you want the voltmeter shown to read 10V full scale, then the selected RSer must result in IG=1A
when Vab=10V.
Designing a voltmeter
• Ohmmeter measures resistance of isolated resistor
• Ohmmeter can be made from a galvanometer, a series
resistance, and a battery (active device).
G
RG
RSer
R=?
• Terminals of ohmmeter are connected to unknown resistor
• battery causes current to flow and galvanometer to deflect
• V=I (Rser + RG + R) solve for unknown R

Measuring Instruments: Ohmmeter
Everything inside the blue
box is the ohmmeter.
V
Alternatively:
• separately measure current and voltage for resistor
• Apply Ohm’s law
Four-point probe:
V
A
reference: http://hyperphysics.phy-astr.gsu.edu/hbase/magnetic/movcoil.html#c4

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MEASURING INSTRUMENTS.ppt

  • 1. Measuring current, voltage, and resistance A Ammeter: • measures current (A) • connected in series (current must go through instrument) I V a b Voltmeter: • measures potential difference (V) • connected in parallel Ohmmeter: • measures resistance of an isolated resistor (not in a working circuit) 
  • 2. Effect of ammeter on circuit V R Measuring current in a simple circuit: A • connect ammeter in series Are we measuring the correct current? (the current in the circuit without ammeter)
  • 3. • current without the ammeter would be V R . V I = R Measuring current in a simple circuit: . V I = R +r To minimize error, ammeter resistance r must be very small. (ideal ammeter would have zero resistance) • any ammeter has some resistance r. r • connect ammeter in series Are we measuring the correct current? (the current in the circuit without ammeter) • current in presence of ammeter is Effect of ammeter on circuit
  • 4. Example: an ammeter of resistance 10 m is used to measure the current through a 10  resistor in series with a 3 V battery that has an internal resistance of 0.5 . What is the relative (percent) error caused by the ammeter? V=3 V R=10  r=0.5  Actual current without ammeter: V I = R +r 3 I = A 10+0.5 I=0.2857 A =285.7 mA You might see the symbol  used instead of V.
  • 5. V=3 V R=10  r=0.5  Current with ammeter: A V I = R +r+R 3 I = A 10+0.5+0.01 I=0.2854 A =285.4 mA RA  0.2857-0.2854 % Error = 100 0.2857 %Error =0.1%
  • 6. Designing an ammeter http://hyperphysics.phy-astr.gsu.edu/hbase/magnetic/galvan.html#c1 Galvanometer: • current flows through a coil in a magnetic field • coil experiences a torque, connected needle deflects (see later chapters of this class)
  • 7. Designing an ammeter • ammeter can be based on galvanometer (for electronic instrument, use electronic sensor instead, analysis still applies) • simplest case: send current directly through galvanometer, observe deflection of needle Needle deflection is proportional to current. Each galvanometer has a certain maximum current corresponding to full needle deflection. What if you need to measure a larger current? • use shunt resistor
  • 8. Ammeter uses a galvanometer and a shunt, connected in parallel: A I  Everything inside the green box is the ammeter. • Current I gets split into Ishunt and IG G RG RSHUNT IG ISHUNT I A B galvanometer
  • 9. G RG RSHUNT IG ISHUNT I A B Shunt also reduces resistance of the ammeter:   A G SHUNT 1 1 1 R R R   G SHUNT A G SHUNT R R R R R
  • 10. Web links: ammeter design, ammeter impact on circuit, clamp-on ammeter (based on principles we will soon be studying).
  • 11. Effect of voltmeter on circuit Measuring voltage (potential difference) Vab in a simple circuit: • connect voltmeter in parallel Are we measuring the correct voltage? (the voltage in the circuit without voltmeter) =3 V R=10  r=0.5  V a b
  • 12. • extra current changes voltage drop across r and thus Vab To minimize error, voltmeter resistance r must be very large. (ideal voltmeter would have infinite resistance) • voltmeter has some resistance RV • current IV flows through voltmeter Effect of voltmeter on circuit Measuring voltage (potential difference) Vab in a simple circuit: • connect voltmeter in parallel Are we measuring the correct voltage? (the voltage in the circuit without voltmeter) =3 V R=10  r=0.5  RV a b IV
  • 13. • voltmeter must have a very large resistance • voltmeter can be made from galvanometer in series with a large resistance V G RG RSer  Everything inside the blue box is the voltmeter. a b Vab a b Vab Homework hints: “the galvanometer reads 1A full scale” would mean a current of IG=1A would produce a full-scale deflection of the galvanometer needle. If you want the voltmeter shown to read 10V full scale, then the selected RSer must result in IG=1A when Vab=10V. Homework hints: “the galvanometer reads 1A full scale” would mean a current of IG=1A would produce a full-scale deflection of the galvanometer needle. If you want the voltmeter shown to read 10V full scale, then the selected RSer must result in IG=1A when Vab=10V. Designing a voltmeter
  • 14. • Ohmmeter measures resistance of isolated resistor • Ohmmeter can be made from a galvanometer, a series resistance, and a battery (active device). G RG RSer R=? • Terminals of ohmmeter are connected to unknown resistor • battery causes current to flow and galvanometer to deflect • V=I (Rser + RG + R) solve for unknown R  Measuring Instruments: Ohmmeter Everything inside the blue box is the ohmmeter. V
  • 15. Alternatively: • separately measure current and voltage for resistor • Apply Ohm’s law Four-point probe: V A reference: http://hyperphysics.phy-astr.gsu.edu/hbase/magnetic/movcoil.html#c4