Generac Power Systems 9 kW NG, 10 kW LP, 13 kW NG Electrical Units, Ohm’s Law, Volts Amps Ohms

General information

Part 1

Section 1.5

Testing, cleaning and drying

Component testing may require a specific resis- tance value or a test for INFINITY or CONTINUITY. Infinity is an OPEN condition between two electrical points, which would read as no resistance on a VOM. Continuity is a closed condition between two electrical points, which would be indicated as very low resis- tance or “ZERO” on a VOM.

Electrical Units

Ampere:

The rate of electron flow in a circuit is represented by the AMPERE. The ampere is the number of elec- trons flowing past a given point at a given time. One AMPERE is equal to just slightly more than six thou- sand million billion electrons per second.

With alternating current (AC), the electrons flow first in one direction, then reverse and move in the oppo- site direction. They will repeat this cycle at regular intervals. A wave diagram, called a “sine wave” shows that current goes from zero to maximum positive value, then reverses and goes from zero to maximum negative value. Two reversals of current flow is called a cycle. The number of cycles per second is called frequency and is usually stated in “Hertz”.

Volt:

The VOLT is the unit used to measure electrical PRESSURE, or the difference in electrical potential that causes electrons to flow. Very few electrons will flow when voltage is weak. More electrons will flow as voltage becomes stronger. VOLTAGE may be consid- ered to be a state of unbalance and current flow as an attempt to regain balance. One volt is the amount of EMF that will cause a current of 1 ampere to flow through 1 ohm of resistance.

Ohm:

The OHM is the unit of RESISTANCE. In every circuit there is a natural resistance or opposition to the flow of electrons. When an EMF is applied to a complete circuit, the electrons are forced to flow in a single direction rather than their free or orbiting pattern. The resistance of a conductor depends on (a) its physical makeup, (b) its cross-sectional area, (c) its length, and (d) its temperature. As the conductor’s tempera- ture increases, its resistance increases in direct pro- portion. One (1) ohm of resistance will permit one (1) ampere of current to flow when one (1) volt of electro- motive force (EMF) is applied.

Ohm’s Law

A definite and exact relationship exists between VOLTS, OHMS and AMPERES. The value of one can be calculated when the value of the other two are known. Ohm’s Law states that in any circuit the current will increase when voltage increases but resistance remains the same, and current will decrease when resistance Increases and voltage remains the same.

VOLTS

(E)

AMPS OHMS

(I)(R)

Conductor of a

Circuit

-

oHm - Unit measuring resistance or opposition to+flow

amPErE - Unit measuring rate of

current flow (number of electrons past a given point)

Volt - Unit measuring force or difference in potential causing current flow

Figure 6. Ohm’s Law

If AMPERES is unknown while VOLTS and OHMS are known, use the following formula:

AMPERES = VOLTSohmS

If VOLTS is unknown while AMPERES and OHMS are known, use the following formula:

VOLTS = AMPERES x OHMS

If OHMS is unknown but VOLTS and AMPERES are known, use the following:

Figure 5. Electrical Units

OHMS =	VOLTS
	AMPERES

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