Resistors
- Bilateral, Passive, Linear Element
- Resistors oppose the flow of current flowing through it.
- Resistors obey Ohm's Law
i.e. I ∝ v
- Resistors dissipates energy in the form of Heat
S = σ + jω Complex Frequency
σ = Attenuation Constant
ω = Angular friquency
Power Loss in resistor (P)
P = V × I = I2 × R = V2 ÷ R
- Energy dissipated in Resistors as heat in Joules
or Simply
ER = I2 × R × t = ( V2× t ÷ R ) = ( V × I × t )
Change in Resistance due to change in dimension
l = length of conductor
A = Cross Sectional Area of the conductor
ρ = Resistivity of condutor materil
Change in Resistace due to change in temperature
Let…
Rt = Resistance of material at temperature t.
R0 = Resistance of material at 0° temperature.
αt = Temperature Coefficient of resistance at temperature t.
Then…
Rt = R0(1+α0t)
R0 = Rt(1-αtt)
Rt2 = Rt1{1+αt1(t2-t1)}
αt = α0 / (1 + α0 t)
αt2 = αt1 / {1 + αt1 (t2 - t1)}
α0 = Slop of temperature vs Resistance plot curve / R0
αt = Slop of temperature vs Resistance plot curve / Rt
α0R0 = αtRt
αt1Rt1 = αt2Rt2
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