Search Engine www.edaboard.com

Cos Phi

Add Question

Are you looking for?:
cos cos theta , phi and gamma , phi theta , theta phi
34 Threads found on edaboard.com: Cos Phi
Depending on the load type (cos phi respectively ratio of reactive and resistive load impedance), precise full wave switching can be quite difficult, particularly if cos phi isn't constant, e.g a transformer with variable load. Avoiding saturation of transformers and other magnetic cores is an additional challenge. You (...)
any well behaved function can be the decomposed into a set of periodic functions (sin(nx) and cos(nx), in your example) and both are needed for the accurate description (you can write sin(nx+phi-n) but that is less elegant). sin(nx) and cos(nx) are the quadrature components. Well said. Another example that illus
Hello All, I am working on Project of Measurement of Power factor with PIC18F4520 MCU with External Crystal Osc 4 MHz and MPLAB XC8. My Voltage ZCD and Current ZCD are working fine as checked on CRO. Can any body give me given how to convert Time value to cos (phi) in C. I am doing a
Yes, there's a direct relation. But total power factor is the product of displacement power factor (cos phi) and distortion power factor. In case you know that cos phi is unity (no reactive power) you can convert THD to PF, as calculated in your example. All calculations here
I do not understand coupler's function here. Anyway, It is a fact that if the LO phase changes, downconverted signal's phase changes. The amount of the phase changes will be the same. Think about trigonometric identities, sin at*sin bt, sin at*sin(bt-phi)? See below multiplications: sin(w1*t)*cos(w2*t) yields a product at w1-w2 (...)
Hi, if you have phase angle phi or cos(phi), then yes. Klaus
hi everybody, can anybody expalin how to make 3D polar radiation pattern in matlab? I am using UV plot where with mesh(x,y,z) command x=sin(theta)cos(phi) y=sin(theta)sin(phi) ans z=calculated gain all are NxN square matrix But I want to plot in polar form Thanks Hi, mns. This is my m-file for 3D radiation patt
One thing that helps a lot is a capacitor across the primary, for power factor correction. It greatly reduces current draw. Apparently you assumed an unrealistic high magnetizing current in the simulation (cos phi at rated load < 0.3 !). A point that hasn't been said yet, is the 12V/1A load expected permanently with no risk of di
Try to use W.Mathematica or site
A sine wave traveling in +x direction can be represented by \cos(\omega {t}- kx+\phi). As shown in the drawing attached where \phi=\frac{\pi}{2}: a) Is a plot that holds t=0 and two waves along +x direction. t=0\Rightarrow\; \cos(\omega {t}- kx+\phi)\;=\;\cos(- kx+\frac{\pi}{2})[/
Dear Shanmuga Hi KVA , is supply power . but KW is active power . active power will given by : PS*cos phi . and reactive power will given by PS* sin phi , and PS= sqrt((PA^2)+(PR^2)) Best Wishes Goldsmith
Hi, I have a question that seems simple but is surrounding my mind. From my understanding, a signal can be represented by its in-phase and quadrature componentes (which are low pass signals). The relationship is the following A(t)*cos(wt +phi(t) ) = si(t) * cos(wt) - sq(t) * sin(wt) , being si(t) and sq(t) the associated I and Q (...)
How to get the datasheet & speed vs. load characteristics of the SIEMENS motor ? SIEMENS 3-Mot. 1LG0166-4AA7 0-Z EFF2 LMH 1007/800004378567 IP55 160L IM 132 kg B3 BRG DE 6309-2RZ C3 50 Hz 380/660V DELTA / Y (STAR) 15 KW 30.1 A / 17.4 A EFF. 90.0 % cos(phi) 0.84
Hello, You can describe every sinusoidal signal based on V(t) = A*cos(w*t+phi). At t = 0 the phasor (vector) describing the signal has length of A and has positive angle (w.r.t. x axis) of phi degrees. It rotates with omega (w) radians/s You can decompose the phasor in its x (In-phase) component and y (quadrature) component. (...)
Far field is a function of angular coordinates teta, phi. Therefore, Far field=E(teta, phi), normalized Far field=E(teta, phi)/Emax. Far field of dipole f angular coordinate phi =1 %Far field of dipole f angular coordinate teta t=-90:0.01:90; E=cos(t*pi/180); plot (t,E,'k'); grid on; %Far field (...)
can any one please help me in preparing the matlab code for the linear array antenna ...i want to apply kalman filtering to that chebyshev array ..i have doubt how to apply kalman filter to chebyshev array with some noise added to it.. and the array which i produced is phi=0:0.01:2*pi; %0<phi<2*pi shi=pi*cos(phi); %For (...)
In 3-phase system... P = SQRT(3) * U * I * PF PF = cos(phi) S? = P? + Q? P = S * cos(phi) Q = S * sin(phi) More details.................. Three-phase - Wikipedia, the free encyclopedia [url=en.wikipe
Hello I have a project to simulate radiation pattern of circular loop antenna. I have D=fn(theta,phi), and I do transform from theta,phi to x,y,z by these equations: x=D.*sin(theta).*cos(phi) y=D.*sin(theta).*sin(phi) z=D.*cos(theta) I managed to get radiation pattern in X-Y, Y-Z, X-Z (...)
how i can plot an azimuth and elevation planes for E= sin(theta).*cos(phi) or E= cos(theta).*cos(phi) or E= sin(theta).*sin(phi) etc {matlab code } ??
Under the precondition of linearity you are allowed to treat a sum of different sinusoidal inputs separately. Example: Vin1: cos(wt) and Vin2=j*sin(wt). Thus, according to Euler: Vin=Vin1+Vin2=exp(jwt). The ouput of a linear system also is a function of exp(jwt) and - in addition - it contains a phase shift exp(j*phi). You always can come back to