T5C Capacitance, inductance, impedance and power

Capacitance and inductance terminology and units; Radio frequency definition and units; Impedance definition and units; Calculating power

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This group covers the two ways components store energy, how impedance describes the opposition to alternating current, how unit abbreviations are written, and the formula for power in a DC circuit.

Capacitance and inductance

Capacitance is the ability to store energy in an electric field, as in two conductive plates separated by an insulator. Its unit is the farad (F). In practice, capacitors are rated in microfarads or picofarads.

Inductance is the ability to store energy in a magnetic field, typically in a coil of wire. Its unit is the henry (H).

Keep them apart: capacitance goes with the electric field and the farad; inductance goes with the magnetic field and the henry. The coulomb is a unit of charge, and the ohm is for resistance or impedance.

Impedance

Impedance is the opposition to AC current flow. It combines resistance with reactance (the opposition from capacitors and inductors). Its unit is the ohm, the same as resistance. It is not the inverse of resistance or of reactance, and it is not a power rating.

Writing frequency units correctly

Capitalization matters because a lowercase m means milli and an uppercase M means mega.

Spellings like khz, KHz, KHZ, mHz, mHZ and Mhz are all wrong for kilohertz or megahertz (mHz would actually mean millihertz).

Calculating power

In a DC circuit, power equals voltage times current: P = E x I (the same as P = I x E). Rearranged:

Worked examples:

Choices that divide voltage by current give resistance rather than power. Multiplying I squared by E is also wrong: squared current goes with resistance (P = I squared x R), not with voltage.

Key facts to memorize

Memory hooks

Questions in this group (12): answers shown
  1. T5C01

    What describes the ability to store energy in an electric field?

    • A. Inductance
    • B. Resistance
    • C. Frequency
    • D. Capacitance ✓ Correct answer

    Capacitance is the ability to store energy in an electric field, as in two plates separated by an insulator. Inductance stores energy in a magnetic field instead.

  2. T5C02

    What is the unit of capacitance?

    • A. Farad ✓ Correct answer
    • B. Ohm
    • C. Volt
    • D. Henry

    The farad is the unit of capacitance. The henry is inductance, the ohm is resistance or impedance, and the volt is electrical potential.

  3. T5C03

    What describes the ability to store energy in a magnetic field?

    • A. Admittance
    • B. Capacitance
    • C. Resistance
    • D. Inductance ✓ Correct answer

    Inductance is the ability to store energy in a magnetic field, such as around a coil of wire. Capacitance stores energy in an electric field, which is the tempting opposite.

  4. T5C04

    What is the unit of inductance?

    • A. Coulomb
    • B. Farad
    • C. Henry ✓ Correct answer
    • D. Ohm

    The henry is the unit of inductance. The farad is capacitance, the ohm is resistance or impedance, and the coulomb measures electric charge.

  5. T5C05

    What is the unit of impedance?

    • A. Volt
    • B. Ampere
    • C. Coulomb
    • D. Ohm ✓ Correct answer

    Impedance is measured in ohms, just like resistance, because it is the total opposition to AC current. Volts, amperes, and coulombs measure other quantities.

  6. T5C06

    What is the abbreviation for kilohertz?

    • A. kHz ✓ Correct answer
    • B. khz
    • C. KHz
    • D. KHZ

    Kilohertz is written kHz: lowercase k for kilo, then uppercase H and lowercase z for hertz. The other spellings use incorrect capitalization.

  7. T5C07

    What is the abbreviation for megahertz?

    • A. mHz
    • B. mHZ
    • C. Mhz
    • D. MHz ✓ Correct answer

    Megahertz is written MHz with an uppercase M. A lowercase m means milli, so mHz would be one-thousandth of a hertz.

  8. T5C08

    What formula is used to calculate electrical power (P) in a DC circuit?

    • A. P = I x E ✓ Correct answer
    • B. P = E / I
    • C. P = I2 x E
    • D. P = I / E

    Power in a DC circuit is current times voltage: P = I x E. Dividing E by I gives resistance, not power, and I squared must be multiplied by resistance (P = I squared x R), not by voltage.

  9. T5C09

    How much power is delivered by a voltage of 13.8 volts DC and a current of 10 amperes?

    • A. 138 watts ✓ Correct answer
    • B. 0.7 watts
    • C. 23.8 watts
    • D. 3.8 watts

    P = E x I = 13.8 V x 10 A = 138 W. Multiply the voltage by the current; 13.8 V is the standard supply voltage for mobile and base station radios.

  10. T5C10

    How much power is delivered by a voltage of 12 volts DC and a current of 2.5 amperes?

    • A. 4.8 watts
    • B. 30 watts ✓ Correct answer
    • C. 14.5 watts
    • D. 0.208 watts

    P = E x I = 12 V x 2.5 A = 30 W. Multiplying voltage by current gives power in watts.

  11. T5C11

    How much current is required to deliver 120 watts at a voltage of 12 volts DC?

    • A. 0.1 amperes
    • B. 10 amperes ✓ Correct answer
    • C. 12 amperes
    • D. 132 amperes

    Rearranging P = E x I gives I = P / E = 120 W / 12 V = 10 A. Divide the power by the voltage to find current.

  12. T5C12

    What is impedance?

    • A. The opposition to AC current flow ✓ Correct answer
    • B. The inverse of resistance
    • C. The inverse of reactance
    • D. The power handling capability of a component

    Impedance is the total opposition to AC current flow, combining resistance and reactance. It is not an inverse of either, and it is not a power rating.