ED-ELECTRICAL TABLES AND FORMULAS

                           
                                            ED-ELECTRICAL TABLES AND FORMULAS

DESIRED LUX LEVEL

                                                                 
                                                             DESIRED LUX LEVEL

WEIGHT OF G.I. WIRE KG / MTR

WEIGHT OF COPPER STRIP / FLAT ACCORDING TO KG / MTR

                               WEIGHT OF COPPER STRIP / FLAT ACCORDING TO KG / MTR

WEIGHT OF ALLUMINIUM FLAT KG / MTR

                                               WEIGHT OF ALLUMINIUM FLAT KG / MTR

SIMPLE FORMULA FOR WEIGHT CALCULATION

                                   
                                         SIMPLE FORMULA FOR WEIGHT CALCULATION

SIMPLE FORMULA FOR COPPER

Copper Flat          : Size (mm) × Size (mm) × 8.9 ÷ 1000 = Weight/Mtr
Copper Sheet       : Size (ft.) × Size (ft.) × Thickness × 0.8 = Weight/Sheet
Copper Wire/Rod : Diameter (mm) × Diameter (mm) × 8 ÷ 1000 = Weight/Mtr
Copper Pipe         : OD – Wall Thickness × Wall Thickness × 0.008 = Weight/Ft

SIMPLE FORMULA FOR ALUMINIUM

Aluminium Flat          : Size (mm) × Size (mm) × 2.9 ÷ 1000 = Weight/Mtr
Aluminium Sheet       : Size (ft.) × Size (ft.) × Thickness × 0.8 = Weight/Sheet
Aluminium Wire/Rod  : Diameter (mm) × Diameter (mm) × 2.5 ÷ 1000 = Weight/Mtr
Aluminium Pipe         : OD – Wall Thickness × Wall Thickness × 0.0027 = Weight/Ft

SIMPLE FORMULA FOR BRASS

Brass Sheet    : Size (ft.) × Size (ft.) × Thickness × 0.77 = Weight/Sheet
Brass Rod       : Diameter (mm) × Diameter (mm) × 7 ÷ 1000 = Weight/Mtr
Brass pipe      : OD – Wall Thickness × Wall Thickness × 0.007 = Weight/Feet

SIMPLE FORMULA FOR S.S

S.S Sheet        : Length (mm) × width (mm) × Thickness (mm) × 0.008/Sheet
S.S pipe          : OD – Wall Thickness × Wall Thickness × 0.00758 = Weight/Ft
S.S Wire/Rod   : Diameter (mm) × Diameter (mm) × 7 ÷ 1000 = Weight/Mtr

RESISTANCE DEFINITION

                                                            RESISTANCE DEFINITION

MCB SELECTION CHART

                                                 MCB SELECTION CHART

ELECTRIC CURRENT DEFINITION

                      ELECTRIC CURRENT DEFINITION

Electric current definition

Electrical current is the flow rate of electric charge in electric field, usually in electrical circuit.

Using water pipe analogy, we can visualize the electrical current as water current that flows in a pipe.

The electrical current is measured in ampere (amp) unit.

Electric current calculation

Electrical current is measured by the rate of electric charge flow in an electrical circuit:

i(t) = dQ(t) / dt

The momentary current is given by the derivative of the electric charge by time.

i(t) is the momentary current I at time t in amps (A).

Q(t) is the momentary electric charge in coulombs (C).

t is the time in seconds (s).

When the current is constant:

I = ΔQ / Δt

I is the current in amps (A).

ΔQ is the electric charge in coulombs (C), that flows at time duration of Δt.

Δt is the time duration in seconds (s).

Example

When 5 coulombs flow through a resistor for duration of 10 seconds,

the current will be calculated by:

I = ΔQ / Δt  = 5C / 10s = 0.5A

Current calculation with Ohm's law

The current I_R in anps (A) is equal to the resistor's voltage V_R in volts (V) divided by the resistance R in ohms (Ω).

I_R = V_R / R

Current direction

current type	from	to
Positive charges	+	-
Negative charges	-	+
Conventional direction	+	-

Current in series circuits

Current that flows through resistors in series is equal in all resistors - just like water flow through a single pipe.

I_Total = I₁ = I₂ = I₃ =...

I_Total - the equivalent current in amps (A).

I₁ - current of load #1 in amps (A).

I₂ - current of load #2 in amps (A).

I₃ - current of load #3 in amps (A).

Current in parallel circuits

Current that flows through loads in parallel - just like water flow through parallel pipes.

The total current I_Total is the sum of the parallel currents of each load:

I_Total = I₁ + I₂ + I₃ +...

I_Total - the equivalent current in amps (A).

I₁ - current of load #1 in amps (A).

I₂ - current of load #2 in amps (A).

I₃ - current of load #3 in amps (A).

Current divider

The current division of resistors in parallel is

R_T = 1 / (1/R₂ + 1/R₃)

or

I₁ = I_T × R_T / (R₁+R_T)

Kirchhoff's current law (KCL)

The junction of several electrical components is called a node.

The algebraic sum of currents entering a node is zero.

∑ I_k = 0

Alternating Current (AC)

Alternating current is generated by a sinusoidal voltage source.

Ohm's law

I_Z = V_Z / Z

I_Z  - current flow through the load measured in amperes (A)

V_Z - voltage drop on the load measured in volts (V)

Z  - impedance of the load measured in ohms (Ω)

Angular frequency

ω = 2π f

ω - angular velocity measured in radians per second (rad/s)

f  - frequency measured in hertz (Hz).

Momentary current

i(t) = I_peak sin(ωt+θ)

i(t)      - momentary current at time t, measured in amps (A).

Ipeak - maximal current (=amplitude of sine), measured in amps (A).

ω      - angular frequency measured in radians per second (rad/s).

t        - time, measured in seconds (s).

θ       - phase of sine wave in radians (rad).

RMS (effective) current

I_rms =  I_eff =  I_peak / √2 ≈ 0.707 I_peak

Peak-to-peak current

I_p-p = 2I_peak

Current measurement

Current measurement is done by connecting the ammeter in series to the measured object, so all the measured current will flow through the ammeter.

The ammeter has very low resistance, so it almost does not affect the measured circuit.

3 PHASE FORMULA

3 PHASE FORMULA

Welcome

Dear visitor,

Udaipur Electrical Association welcomes you to it's first blog site.

In this blog you will find latest technical updates pertaining to our industry.

Thank you !