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BASIC ELECTRICAL THEORY STUDY GUIDE
Version 3.0
March 8, 2016 Richard J. Gould
BASIC PROPERTIES OF ELECTRICITY
 These properties of electricity are interrelated; A change in voltage and/or current produces a change in power
 They are affected by properties of circuits and components (Resistance, Capacitance and Inductance)
VOLTAGE E VOLTS V
 Electrical pressure, or electrical force which ‘pushes’ current through a circuit or component
CURRENT I AMPS A
 The amount of electrical flow (Number of electrons passing a point in a period of time)
POWER P WATTS W
 Power represents how much electrical work is being done
 Power is a product (multiplication) of Voltage (E) and Current (I)
 Power can be derived from Voltage (E) and Resistance (R), or Current (I) and Resistance (R)
P = I × E
P = E2 ÷ R
P = I2 × R
BASIC PROPERTIES OF CIRCUITS AND COMPONENTS
 These properties of circuits and components are physical properties;
 They are not affected by properties of electricity (Voltage, Current and Power)
 Resistors, Capacitors and Inductors have specific values of Resistance, Capacitance and Inductance
RESISTANCE R OHMS Ω
 Resistance is opposition to current flow
CAPACITANCE C FARADS F
 Capacitance opposes change in voltage, by storing energy in the form of electric charge
INDUCTANCE L HENRYS H
 Inductance opposes change in current, by storing energy in the form of a magnetic field
PROPERTIES SPECIFIC TO ALTERNATING CURRENT (AC)
POWER
TRUE POWER Power consumed by the load PT or PTRUE WATTS W
APPARENT POWER Power provided by the source PA or PAPPARENT Volt-Amps VA (kVA)
POWER FACTOR Ratio of PT to PA (pf = PT÷PA) pf n/a % or Decimal #
REACTIVE POWER Power caused by capacitance and inductance PR or PREACTIVE Volt-Amps Reactive VAR (kVAR)
FREQUENCY f HERTZ Hz
 Number of Cycles Per Second (CPS) of the AC sine wave; 60 Hz in North America; 50 Hz is most of the world
REACTANCE X OHMS Ω
CAPACITIVE REACTANCE XC OHMS Ω
 Opposition to current flow in an AC circuit due to capacitance; XC ↓ as frequency ↑ 𝑋 𝐶 =
1
2𝜋𝑓𝐶
IINDUCTIVE REACTANCE XL OHMS Ω
 Opposition to current flow in an AC circuit due to inductance; XL ↑ as frequency ↑ 𝑋𝐿 = 2𝜋𝑓L
IMPEDANCE Z OHMS Ω
 Total opposition to current flow in an AC circuit; Varies with frequency (f)
 Includes Resistance (R), Capacitive Reactance (XC), and Inductive Reactance (XL)
𝑍 = √𝑅2 + (𝑋𝐿 − 𝑋 𝐶)2
BASIC CIRCUIT ARRANGEMENTS
SERIES PARALLEL
 Current flows through components sequentially
 Current is constant through components in series
 Voltage varies across components
 Current flows through branches simultaneously
 Voltage is constant across parallel branches
 Current varies through individual branches
OHM’S LAW
 Relationship between Voltage (E), Current (I) and Resistance (R)
 It can be expressed using the three formulas below
 Impedance (Z) must be substituted for Resistance (R) in AC circuits that have capacitive and inductive properties
E = I × R I = E ÷ R R = E ÷ I

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Basic Electrical Theory Study Guide v3.0

  • 1. BASIC ELECTRICAL THEORY STUDY GUIDE Version 3.0 March 8, 2016 Richard J. Gould BASIC PROPERTIES OF ELECTRICITY  These properties of electricity are interrelated; A change in voltage and/or current produces a change in power  They are affected by properties of circuits and components (Resistance, Capacitance and Inductance) VOLTAGE E VOLTS V  Electrical pressure, or electrical force which ‘pushes’ current through a circuit or component CURRENT I AMPS A  The amount of electrical flow (Number of electrons passing a point in a period of time) POWER P WATTS W  Power represents how much electrical work is being done  Power is a product (multiplication) of Voltage (E) and Current (I)  Power can be derived from Voltage (E) and Resistance (R), or Current (I) and Resistance (R) P = I × E P = E2 ÷ R P = I2 × R BASIC PROPERTIES OF CIRCUITS AND COMPONENTS  These properties of circuits and components are physical properties;  They are not affected by properties of electricity (Voltage, Current and Power)  Resistors, Capacitors and Inductors have specific values of Resistance, Capacitance and Inductance RESISTANCE R OHMS Ω  Resistance is opposition to current flow CAPACITANCE C FARADS F  Capacitance opposes change in voltage, by storing energy in the form of electric charge INDUCTANCE L HENRYS H  Inductance opposes change in current, by storing energy in the form of a magnetic field PROPERTIES SPECIFIC TO ALTERNATING CURRENT (AC) POWER TRUE POWER Power consumed by the load PT or PTRUE WATTS W APPARENT POWER Power provided by the source PA or PAPPARENT Volt-Amps VA (kVA) POWER FACTOR Ratio of PT to PA (pf = PT÷PA) pf n/a % or Decimal # REACTIVE POWER Power caused by capacitance and inductance PR or PREACTIVE Volt-Amps Reactive VAR (kVAR) FREQUENCY f HERTZ Hz  Number of Cycles Per Second (CPS) of the AC sine wave; 60 Hz in North America; 50 Hz is most of the world REACTANCE X OHMS Ω CAPACITIVE REACTANCE XC OHMS Ω  Opposition to current flow in an AC circuit due to capacitance; XC ↓ as frequency ↑ 𝑋 𝐶 = 1 2𝜋𝑓𝐶 IINDUCTIVE REACTANCE XL OHMS Ω  Opposition to current flow in an AC circuit due to inductance; XL ↑ as frequency ↑ 𝑋𝐿 = 2𝜋𝑓L IMPEDANCE Z OHMS Ω  Total opposition to current flow in an AC circuit; Varies with frequency (f)  Includes Resistance (R), Capacitive Reactance (XC), and Inductive Reactance (XL) 𝑍 = √𝑅2 + (𝑋𝐿 − 𝑋 𝐶)2 BASIC CIRCUIT ARRANGEMENTS SERIES PARALLEL  Current flows through components sequentially  Current is constant through components in series  Voltage varies across components  Current flows through branches simultaneously  Voltage is constant across parallel branches  Current varies through individual branches OHM’S LAW  Relationship between Voltage (E), Current (I) and Resistance (R)  It can be expressed using the three formulas below  Impedance (Z) must be substituted for Resistance (R) in AC circuits that have capacitive and inductive properties E = I × R I = E ÷ R R = E ÷ I