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Instantly calculate Instantaneous Voltage using our free online calculator. Learn the simple formula, examples, and steps to find voltage at any time.
Where V(t) is instantaneous voltage, Vmax is maximum voltage, ω is angular frequency, and t is time
Electricity flows like waves. At any moment, the voltage can rise or fall. This is what we call Instantaneous Voltage. Our free Instantaneous Voltage Calculator helps you find the exact voltage at any instant in an AC circuit. You don’t need to solve complex equations just enter the values, and you’ll get the answer in seconds.
Instantaneous Voltage is the voltage value at a specific time in an alternating current (AC) waveform. Since AC voltage changes with time, its value at each moment is different.
Imagine the voltage curve as a wave in the ocean. The wave rises, hits its peak, and then drops again. Instantaneous voltage is like measuring the wave’s height at any point in time.
The formula to calculate instantaneous voltage is:
V(t) = Vmax × sin(ω × t)
Where:
This simple sine function helps you find how voltage changes over time in an AC system.
Let’s make it super easy with an example.
Suppose you have:
Now, use the formula:
V(t) = 100 × sin(4 × 3)
V(t) = 100 × sin(12)
V(t) = 100 × (−0.5366)
V(t) = −53.66 V
That means the voltage at 3 seconds is −53.66 volts. The negative sign shows the direction of the wave.
Using our calculator is quick and easy.
You’ll also see detailed steps showing how each value was used. This helps you learn while calculating.
Instantaneous Voltage is vital for understanding how AC signals behave. With our Instantaneous Voltage Calculator, you’ll see how voltage changes every second. It’s like watching the wave of electricity move in real time. Simple math, real results.
It’s the voltage value at a specific time in an AC waveform.
V(t) = Vmax × sin(ω × t).
It’s how fast the AC waveform cycles, measured in radians per second.
Yes. You can use it for single-phase or three-phase AC voltage if you know the correct values.
A negative result means the voltage wave is below the zero line at that time it’s part of the normal AC waveform.