I would like to design a phase shifter circuit which has the ability to shift the phase of the input voltage to 90,180 and 270 degree (different circuit each time). I would like to ask for a clue how to design this or (if there is any component available in the market for this purpose).
At least for sinewaves, filtering is a way to phase shift. How much depends on the order of the low pass filter that is used: 90° for 1st order, 180 with a 2nd and so one... (multiples of 90)
The matter is that filtering means attenuation of signal so it have to come along with amplification. You may find interesting to look at active filters.
What about the input waveform? Square? Sine?
At least for sinewaves, filtering is a way to phase shift. How much depends on the order of the low pass filter that is used: 90° for 1st order, 180 with a 2nd and so one... (multiples of 90)
The matter is that filtering means attenuation of signal so it have to come along with amplification. You may find interesting to look at active filters.
Hope this could help.
C U!
The obvious and most simple solution is a chain of 3 integrators - each with a phase shift of 90 deg.
Depending on the signal frequency-to-time constant ratio you can have an overall gain or attenuation.
this is a very accurate phase shifter (u can get by converting your ac to pulse do the shift then convert it back to sine with filter )you need to install ltspice ill help u .
if u are looking for a pure analog shifter (not sure there is such a thing)its very complicated and expensive , the is a position
transformer that can give u any phase for a fix frequency . what is the freq. range ?
RESOLVER resolver -
Because ther is 90 deg shift between voltage and current these circuit should work .Analog=http://www.massmind.org/images/www/hobby_elec/e_ckt20_2.htm
The obvious and most simple solution is a chain of 3 integrators - each with a phase shift of 90 deg.
Depending on the signal frequency-to-time constant ratio you can have an overall gain or attenuation.
That's right! This way you don't have to worry about your filter cut off frequency. But for me an integrator is a particular case of active low pass filter.
There's a better solution, in case unity gain over whole frequency domain is required (personally i think it may be a key specification). I made some investigation and found that all pass filter is a good candidate.
You can't in fact realize an analog circuit with constant gain and absolute phase shift over a frequency range. Wide band phase shifters can be only implemented as differential (relative) phase shifters, as shown in the link. Using this method, you can e.g. implement wideband SSB modulators, which is the usual motivation to do it for audio signals. The circuit achieves 90° differential phase only in an approximation, but the error can be very small.
But it's not clearly said, if constant phase and gain is required for the 150 to 200 kHz frequency range and which error can be tolerated.
Which refers to an integrator respectively a low pass with zero pole frequency. An inverting OP integrator would be another way to implement it. A first order passive circuit with voltage in/voltage out can't exactly achieve 90 degree and will approach it with large attenuation.
Yes u r right.......But I don't need to shifty the phase of voltage with respect to signal........I have to shift phase of output signal with respect to input signal......
if u can please help me.........I need it fast......
The All-pass Filter reference by arocklife in Post #9 is an interesting phase-shift circuit that can give a phase shift of 0° to 180° (adjustable by R) at a fixed frequency with a constant gain of 1. That output phase varies with frequency and/or the value of R but not the output signal amplitude (at least within the ratio tolerance of the two Rx's).