Im not sure if bode diagrams are relevant, this topic I'm doing is on digital signal processing. Really i just need some conditions on the poles and zeros for different types of filters
So basically on a real and imaginary axis you would plot the poles and zeros that are found from the numerator and the denominator. Poles are represented as X and zeros are represented as o. Just by looking at a graph i want to be able to observe what type of filter it is, which is what I am...
Hey guys,
I am learning about the filter shapes deduced from the poles and zero plots, however a lot of sources are describing it differently with no logical explanation. I want to know what exactly the poles and zeros do between the range Ω = 0 and Ω = π. One source i read explains if the pole...
well silicon are currently used in most integrated devices due to its high thermal properties. i was wondering if the thermal coefficient of semiconductors were higher than that of silicon would that mean it would be able to achieve higher frequencies due to its wider bandgap?
I was wondering if anyone knows the relationship with temperature and frequency tuning in wide bandgap semiconductors. I just want to know why wider bandgaps have higher temperature tolerance and why does that mean high frequencies can be achieved? Explanation with formulas would be great!