Power Relationships

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Power Relationships Power Relationships P = watts S = volt-amps Q = volt-amps of reactance

description

Power Relationships. P = watts S = volt-amps Q = volt-amps of reactance. Power Relationships. Resistance (R). Inductance Reactance (XL) Capacitance Reactance (Xc). Rate at which energy is being stored and returned to the ckt Inductance temporally stores energy - PowerPoint PPT Presentation

Transcript of Power Relationships

Page 1: Power Relationships

Power RelationshipsPower Relationships

P = watts

S = volt-amps

Q = volt-amps of reactance

Page 2: Power Relationships

Power RelationshipsPower Relationships

Resistance (R).

Inductance Reactance (XL)

Capacitance Reactance (Xc)

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Reactive PowerReactive Power

Rate at which energy is being stored and returned to the ckt Inductance temporally stores energy Capacitors temporally store energy

Measured in Volt-amps of Reactance Units VARS

Symbol is Q

Q=Ex x Ix

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True PowerTrue Power

Rate at which energy is dissipated or consumed in the CKT The load of the ckt ex motor, light

Measure in Watts Units are W

Symbol is P

P=Er x Ir

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Apparent PowerApparent Power

Combined effect of Power and Reactive Power

Measured in volt-amps Units VA

Symbol is S

S=E x I

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Power Factor Power Factor

Ratio between power and apparent power

P.f. = P/S

Require the angle (θ) Angleθ = cos-1p.f

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Power TrianglePower Triangle

POWER TRIANGLE

LAGGING WATTS

VO

LT

AM

PS

RE

AC

TIV

E

WATTS

VO

LT

AM

PS

CA

PA

CIT

IVE

POWER TRIANGLE

LEADING

P =

Q =

P =

Q =