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26 Threads found on Linear Interpolation
Hi Dario I am not sure that Cadence/spectre can do the linear interpolation. What you should do is a interpolation of your points in matlab, and then feed this to Vdc in cadence. hope it helps
A table is actually a transfer function in forms of value pairs. The first value of each pair is input (which is difference between IN+ and IN-) and second value is output. linear interpolation is performed between entries. The difference between your blue and green inputs never reaches till -15V and 15v, so output would not be affected. Try diff
I would also add CORDIC algorithm and look-up table (optionally with linear interpolation) to the candidate list. Of course it doesn't matter if you are using Verilog or a different hardware description method.
After re-thinking, I can pre-compute those values (they are just a few) and pass them as the slope of the linear interpolation. That would force me to work with fixed point arithmetic in the interpolator, right? Yes. I think there are two resource effective implementation variants of table interpolators. - Having equidistant 2^N +1
this time I am working on the a project for linear and circular interpolation. I am using atmega 16. I want to know that how will I feed the program in it. And before it how will I check my program whether it is right or not. I read about codevisionavr but didn't understand that which version should I use. Help me.
10 bit precission sounds really poor for double precision, but I don't know your specification. I assume that a hybrid strcucture, e.g. LUT with linear interpolation gives best resource utilization.
Hi, the upsampling is not that straight forward as down sampling. there are various methods to do the upsampling, the easiest in my opinion is linear interpolation, but you can use quadratic methods, cubic spline interpolation etc... depends on why you need it for... so you have to specify your application a bit more. would recommend you (...)
Hi all, I am designing a interpolated fir filter. I have designed FIR filter using the coefficients that I got from matlab. But how to design a 2 stage interpolated fir filter with pass-band gain of 6.02 db. I read many IFIR filters which uses linear interpolation/b spline interpolation. But I did not get any idea abt getting (...)
to complete the artmalik informations, the NLDM is only a table, and the interpolation is linear between each point define inside this table. In CCS, the model describe the wave form of the rise/fall delay (and other), then the calculated value is more accurate than the NLDM. There is a third model:ECSM, Effective Current Source Model is based
I want to run multiple tests with different parameter each time in hspice. I did that using .alter command, but the problem is that it gives results in different files and not in one single file. Also after running these tests, i want to join the points using linear interpolation. Any idea how to do it in Hspice Regards Kumar
Greeting experts, I need your opinion on the following statements. In order to get the window for linear interpolation, I had the formula: p(t)=1-t/Ts where Ts, I took it as 5 since I sub sampled the original image 4 times. Then, I had my window from -Ts to +Ts i.e., and hence this is my frame. My question
Hello! Let's assume that we have simple FMCW distance measurement system with linear frequency sweep from F1 to F2. Sweep duration is T. ADC frequency is enough to digitize 128 points for each sweep duration T. Then we do some windowing and perform an FFT. For example 1024pt FFT (yes, i know about 128 points and interpolation, but it is from real
the term "interpolation" I cant understand clearly yet The term is introduced, and in my opinion basically explained in problem text. You have time discrete signal samples and want to design a time-continuous reconstruction of the original signal. linear interpolation is the simple method of connecting two point with a straight line
My initial thoughts are to divide x down by 2 until it is on the range of . So you're computing y = (2^n)^m, where x = m*n and m is a power of 2, and n is on the range of . You can then do a LUT or a linear interpolation to compute v = 2^n. Take v and multiply it by itself m times. An example.. y = 2^5.6 y = (2^0.7)^8 y = (1.6224
i need help to get mat lab code in interpolation techniques . nearest neighbour, bi linear,bi cubic , edge directional . atleast bicubic interpolation please its very need for my project.
BFR92A has s-parameters upto 3GHz including 800MHZ and 900MHz. That's enough to design a low noise amplifier.S-parameters aren't changed very radically between two frequencies.A linear simulator will do a interpolation at a frequency which is not included in the list
halo i have designed a 2*2 microstrip array in hfss using coperate feed network operating at 10 Ghz in hfss 10 .now the problem is the i am simulating it using linear count in the sweep but the simulations is taking hours to run :(than it hangs up saying low memory i have 1G ram .can anyway suggest methods to make the simulation runfaster
hi drawing a linear line between 2axis by controlling two motors.
Is the phase interpolation the function (1-a)*cos(2*pi*f*t)+a*sin(2*pi*f*t) where a defines the range of phase interpolation? This is obvious a multiplying function as seen in your lower schematic. But the inputs must be also be pure CW's. Otherwise the interpolation is not linear.
how can you compute fourier transform form Z-transform ? Why IIR filters doesnt have linear phase? Can IIR filters be linear phase? how to make it linear Phase? What is the advantage of a Direct form II FIR over fom I? Tell some thing about interpolation and decimation? What is interpolation (...)