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Electrical Measurement, Ohm’s Law, & Watt’s Law CVSD Electronics 1

Electrical Measurement, Ohm’s Law, & Watt’s Law

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Electrical Measurement, Ohm’s Law, & Watt’s Law. CVSD Electronics 1. Resistance. A measure of the opposition to the flow of electrons (current) through a material Unit of Measurement: Ohm (Ω) Symbol: R = Resistance. Current. - PowerPoint PPT Presentation

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Page 1: Electrical Measurement, Ohm’s Law, & Watt’s Law

Electrical Measurement, Ohm’s Law, & Watt’s Law

CVSDElectronics 1

Page 2: Electrical Measurement, Ohm’s Law, & Watt’s Law

Resistance A measure of the opposition to the flow

of electrons (current) through a material

Unit of Measurement: Ohm (Ω)

Symbol: R = Resistance

Page 3: Electrical Measurement, Ohm’s Law, & Watt’s Law

Current A measure of the total amount of

electrons flowing in a circuit in a given unit of time

Unit of Measurement: Ampere (A)

Symbol: I = Intensity

Page 4: Electrical Measurement, Ohm’s Law, & Watt’s Law

Voltage A measure of the Electromotive Force

(EMF) or pressure that pushes electrons through a circuit

Unit of Measurement: Volt (V)

Symbol: E = Electromotive Force

Page 5: Electrical Measurement, Ohm’s Law, & Watt’s Law

Power A measurement of the rate of consuming

energy, transferring energy, or doing work

Unit of Measurement: Watt (W)

Symbol: P

Page 6: Electrical Measurement, Ohm’s Law, & Watt’s Law

Ohm’s Law Describes the mathematical relationship

between resistance, current, and voltage

Voltage (E) = Amperage (I) x Resistance (R)

With two of these values, you can use Ohm’s Law to find the third

Page 7: Electrical Measurement, Ohm’s Law, & Watt’s Law

Variations of Ohm’s Law E = IxR I = E/R R = E/I

Page 8: Electrical Measurement, Ohm’s Law, & Watt’s Law

Ohm’s Law Example E = 24 VDC I = ? R = 12 Ω

E=IR24=Ix12I = 24/12I = 2 A

Calculations

Page 9: Electrical Measurement, Ohm’s Law, & Watt’s Law

Watt’s Law Describes the mathematical relationship

between power, current, and voltage

Power (P) = Amperage (I) x Voltage (E)

With two of these values, you can use Watt’s Law to find the third

Page 10: Electrical Measurement, Ohm’s Law, & Watt’s Law

Variations of Watt’s Law P = IE I = P/E E = P/I

Page 11: Electrical Measurement, Ohm’s Law, & Watt’s Law

Watt’s Law Example P = 36 W I = ? E = 12 V

P=IE36=Ix12I = 36/12I = 3 W

Calculations

Page 12: Electrical Measurement, Ohm’s Law, & Watt’s Law

Combinations of Ohm’s and Watt’s Laws

Page 13: Electrical Measurement, Ohm’s Law, & Watt’s Law

Measuring Resistance with the DMM Must select Ohmmeter Range (Ω) Pos (+) lead must be in Volt/ Ohm pin Sat meter to proper range Must wire in parallel with circuit Power must be removed from the circuit

Page 14: Electrical Measurement, Ohm’s Law, & Watt’s Law

Measuring Voltage with the DMM Must select DC Voltage Range Pos (+) lead must be in Volt/ Ohm pin Set meter to proper range Must wire in parallel with the circuit Circuit must be have power

Page 15: Electrical Measurement, Ohm’s Law, & Watt’s Law

Measuring Current with the DMM Must select DC Current Range Set meter to proper range. (meter can be

damaged if not set to the proper range) Must wire in series with the circuit Circuit must be have power

Page 16: Electrical Measurement, Ohm’s Law, & Watt’s Law

Measured Tolerance Predicted values, and measured

values may not always be exactly the same There is unaccounted for resistance in the

wires etc. Applied voltage may fluctuate Human error may disturb measurements Components have tolerance (not always exact

values) As components change temperature,

resistance may also change

Page 17: Electrical Measurement, Ohm’s Law, & Watt’s Law

Review State Ohm’s Law State Watt’s Law How is voltage measured? How is resistance measured? How is current Measured? Why do predicted and calculated

values differ?