MynameNayface
Newbie level 3
DPSK in underwater
Hello ,
Here is my question for which I am seeking a answer . I happened to read a paper on a DPSK communication scheme used in underwater communications .
In that particualr paper , they mention about the phase error .
The formula given in that paper for phase error is as follows ,
Y = tan^-1 [double derivative (Φ) / (2*pi*f)+single derivative of (Φ)] .
This paper gives no explanation about how exactly the phase error can be calculated in detail . But from what i read from other books , the component Φ is given by ,
Φ = D * m(t) , where D is a phase modulation constant . and the m(t) being the modulating signal given by , A * cos(2*pi*f*t) .
Is my assumption of the Φ component correct ? . Or could somebody throw more light on how the phase error is calculated .
Regards
Mano .
p:s - The paper in question is " Parametric transmission of wideband signals " by Gerard Loubet , which is available online .
Hello ,
Here is my question for which I am seeking a answer . I happened to read a paper on a DPSK communication scheme used in underwater communications .
In that particualr paper , they mention about the phase error .
The formula given in that paper for phase error is as follows ,
Y = tan^-1 [double derivative (Φ) / (2*pi*f)+single derivative of (Φ)] .
This paper gives no explanation about how exactly the phase error can be calculated in detail . But from what i read from other books , the component Φ is given by ,
Φ = D * m(t) , where D is a phase modulation constant . and the m(t) being the modulating signal given by , A * cos(2*pi*f*t) .
Is my assumption of the Φ component correct ? . Or could somebody throw more light on how the phase error is calculated .
Regards
Mano .
p:s - The paper in question is " Parametric transmission of wideband signals " by Gerard Loubet , which is available online .