A Dynamic Function Is A Function Which Have A Quantity Especially Time The Result Of The Function Changes Depend On Q 1 (69.4 KiB) Viewed 35 times
A dynamic function is a function which have a quantity (especially time). The result of the function changes depend on quantity. These functions could be expressed as harmonically. In most elementary form: y(t) =A..sin(2.T.f.t+0) +DC Where, A = amplitude y = instantaneous result, f = frequency(1/s) t = any time interval DC=offset value 0 = phase A process repeat itself with a constant period called a periodic function and it has frequency which is cycles per second, hertz. 1 Hz = 1 cycle in 1 second
3. Construct three sinusoidal signals with same frequency and amplitude but different phases. Show them in the same graph. 4. Construct two sinusoidal signals with same frequency, phase and amplitudes but different DC offset. Show them in the same graph.
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