Calculations:Electrical Design Guideline

Electrical Design Calculations Guideline

Figure 1 Power Line

Electrical design calculations guidelines establishes minimum requirements for generating electrical calculations on projects. Electrical calculations should be made for all projects that include electrical components. Design calculations may be made either manually or by computer programs. At a minimum, the following types of calculations should be made where applicable:

* Load calculations

* Conductor sizing

* Conduit sizing

* Motor branch circuit sizing

* Power factor improvement

* Transformer primary and secondary circuit sizing

* Voltage drop

* Motor starting voltage dip

* Short circuit analysis

* Lighting levels

* Grounding in substations where step potentials are of concern

* Harmonic distortion analysis

* Cable pulling calculations

* Generator capability/motor starting.

Basic Requirements for Electrical Calculations

The following are basic requirements for electrical calculations:

1. Non-computer generated calculations must be on standard project calculations sheets.
2. Calculations generated by computer programs must conform with the following procedures:
   1. Include all heading information on each sheet
   2. Insert comments wherever possibly to clarify concepts and actions taken in the computer input
   3. Provide clear documentation of electrical geometry, support conditions, load application, and load requirements
   4. Provide where practicable sketch of model indicting nodes, materials, connectivity, etc.
   5. Provide electronic copy on CD or other suitable device of analysis input and output with hard copy calculations.
   6. Provide manual checks of pertinent results (e.g. service size, main feeder voltage drop) for computer generated output.

Basic Electrical Engineering Formulas

List of Symbols

V - Voltage (volts)

I - Current (amps)

R - Resistance (ohms)

X - Reactance (ohms)

Z - Impedance (ohms)

W Real Power (watts)

θ - Phase angle whose cosine is the power factor

eff - Efficiency

Direct Current (DC) Formulas

Basic Formulas

Resistance

$R={V \over I}$

$R={V^{2} \over P}$

$R={P \over I^{2}}$

Volts

$V=I\times R$

$V={P \over I}$

$V={\sqrt {P\times R}}$

Power

$P=V\times I$

$P=I^{2}\times R$

$P={V^{2} \over R}$

Current

$I={P \over V}$

$I={V \over R}$

$I={\sqrt {P \over R}}$

Alternating Current (AC) - Single Phase

Note: V denotes line to neutral voltage.

Basic Formulas

Impedance Z (ohms)

$Z={V \over I}={\sqrt {R^{2}+X^{2}}}$

Volts V (volts)

$V={I\times Z}$

Real Power P (watts)

$P=V\times I\times cos\phi$

Power Factor

$pf=cos\phi$

$pf={P \over S}$

Apparent Power S (volt-ampere)

$S=V\times I$

Reactive Power Q (volt-ampere-reactive)

$Q=V\times I\times sin\phi$

Real Power P (watts)

$P=V\times I\times cos\phi$

Voltage Drop

$V_{d}=2\times (I\times R\times cos\phi +I\times X\times sin\phi )$

where:

$V_{d}$ = voltage drop

$cos\phi$ = load power factor

$sin\phi$ = load reactive factor

$X$ = reactance

$R$ = resistance

Alternating Current (AC) - Three Phase

Note: V denotes line to neutral voltage.

Basic Formulas

Apparent Power S (volt-ampere)

$S={\sqrt {3}}\times V\times I$

Real Power P (watts)

$P=V\times I\times cos\phi$

Reactive Power Q (volt-ampere-reactive)

$Q=V\times I\ timessin\phi$

Real Power P (watts)

$P=V\times I\times cos\phi$

Voltage Drop

$V_{d}=2\times (I\times R\times cos\phi +I\times X\times sin\phi )$

where:

$V_{d}$ = voltage drop

$cos\phi$ = load power factor

$sin\phi$ = load reactive factor

$X$ = reactance

$R$ = resistance

Sample Calculations-

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