a) What is the peak value of the voltage?
b) What is the RMS value of the voltage?
c) What is the angular frequency for this voltagesignal?
a) What is the peak value of the voltage?
b) What is the RMS value of the voltage?
c) What is the angular frequency for this voltagesignal?
Answer:
Check answer in below explanation
Explanation:
Peak value:
It is the maximum value which is attained by alternating voltage. It is also known as crest value. It is represented by Vm.
Equation of alternating voltage is
V=Vm Sinωt;
Where Vm is the Peak value of voltage
RMS value:
It is the square mean root of instantaneous value of voltage.It is represented by Vrms.
Vrms is given by
Vrms=[tex]\sqrt{\frac{1}{T} \int\limits^T_0 {V^2} \, dt}[/tex];
Vrms=[tex]\sqrt{\frac{1}{T} \int\limits^T_0 {Vm^2*sin^2wt} \, dt}[/tex];
Finallly,
Vrms=Vm/(√2);
Angular frequency for this voltage signal:
It describe how the fast object is moving.It is represented by ω.and ω is
Given by ω=2*π*f;
Where f is simple frequency.