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Lecture 3.1 Resistive Circuits Handouts

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ABE 404/504: Resistive Circuits
Basic Laws of Resistive Circuits
Circuit Components: Power Supplies
Circuit Components: Resistors
Basic Electrical Circuit Example
• Example: A light bulb has a resistance of 3 ohms during normal operation. The
vehicle electrical system operates at 13.8V. How many amps are required by the light
and how much total power is consumed?
Kirchhoff’s Current Law
• KCL: Total current entering a
junction or node is equal to the
current leaving the node.
• In practical use this law allows us to
solve for the total current in a circuit
by summing the current in each leg.
Kirchhoff’s Voltage Law
• KVL: In any closed loop network,
the total voltage around the loop
is equal to the sum of all voltage
drops within the same loop.
• In practical use this law allows us
to solve for the voltage drop
across individual elements placed
in series in a circuit.
Resistive Circuit Example
Resistive Circuit Example
Circuit Components: Diodes
Why do we care about resistance measurement circuits?
Consider an example of an LM335 temperature sensor:
Consider an example of an LM335 temperature sensor: Continued…
Consider an example RTD temperature sensor:
Consider an example RTD temperature sensor: Continued…
Consider an example of a strain gauge sensor:
Consider an example of a strain gauge sensor: Continued…
Best Practices for Resistance Based Sensors
Resistance Bridge Circuits
Wheatstone Bridge
R1
R2
Meter
R4
R3
Why is a Wheatstone Bridge Circuit better than a Voltage Divider?
Why is a Wheatstone Bridge Circuit better than a Voltage Divider?
Wheatstone Bridge Principles
• Resistance Relationships: When R1/R4 = R2/R3 then the bridge is balanced and Vm = 0.
• Bridge Sensitivity: How much does the output voltage Vm change per unit change in resistance?
• Depends on the values of R1, R2, R3, and R4
• You can check the sensitivity numerically by applying known ranges of sensor resistance change.
• Advantages to Using Bridge Circuits:
• Change in resistance is converted into change in voltage which is easier to measure.
• Allows for null balancing and zero reference measurements.
• It is much easier to measure small changes in voltage from a null voltage (balanced bridge) than from an elevated
voltage which can be as much as 1000 times greater than bridge voltage.
• Null Method of Measurement:
• Rather than using a voltage measurement device, a variable resistor (precision potentiometer) is used to adjust the
known resistance in one leg until the Vm reading is zero.
• Null balancing is independent of input voltage, so this should be used when the input supply is susceptible to drain.
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