Yep, my formulas are misapplied as I get a large R. The thickness of the oxide layer is on the order of 10s of nms thus the bulk resistance of the oxide layer is large because of how thin it is. But when the oxide layer is between two metal layers, the overall resistance is small as per simulation.
I am simulating a structure and trying to model it as a daisy chain of lumped components.
The image below is the structure I am simulating. Red is M1 and Blue is M2. I have an oxide layer between M1 and M2, though not shown in the image. The numbers I showed above are arbitrary.
I say C1 has a...
Homework Statement
Two conductive metal plates are bonded together. Upon bonding, an oxide layer forms between them. The oxide layer is negligible thus the overall resistance of the plates is small. However I am having trouble finding this overall resistance, i.e., trying to find Cp and Rp...
I'm looking for the expected value of an exponential Gaussian
Y=\text{exp}(jX) \text{ where } X\text{~}N(\mu,\sigma^2)
From wolframalpha, http://www.wolframalpha.com/input/?i=expected+value+of+exp%28j*x%29+where+x+is+gaussian
E[Y]=\text{exp}(j^2\sigma^2/2+j\mu)
If I were to use the...
Homework Statement
ϕ(t) = R(t) = autocorrelation
ϕ(f) = S(f) = power spectral density
Inputs v[t] and w[t] are zero mean, jointly WSS processes with auto-correlation se-
quences ϕvv(τ ) and ϕww(τ ), cross-correlation sequence ϕvw(τ ), power spectrums ϕvv(ω)
and ϕww(ω), and cross power...
Homework Statement
I am trying to follow a step in the textbook but I don't understand.
var\left(\frac{1}{N}\sum_{n=0}^{N-1}w[n]\right)\\
=\frac{1}{N^2}\sum_{n=0}^{N-1}var(w[n])
where w[n] is a Gaussian random variable with mean = 0 and variance = 1
Homework Equations
Var(X) =...
I'm wondering if there was a table of moments for a Gaussian Distribution, I found one up to the fourth moment
U \sim N(\mu, \sigma^2)
E[U^2]=\mu^2+\sigma^2
E[U^3]=\mu^3+3\mu\sigma^2
E[U^4]=\mu^4+6\mu\sigma^2+3\sigma^4
I'm doing a problem right now and i need the 8th moment.
Homework Statement
The fundamental concept of charge and energy governs CMOS digital circuits. Your company is excited about the possibility of a truly superconducting three terminal device (i.e. a MOS device with zero on-resistance) to make logic circuits. The argument is that such a device...
Homework Statement
When a positively charged conductor touches a neutral conductor, the neutral conductor will
(A) Gain protons
(B) Gain electrons
(C) Lose protons
(D) Lose electrons
(E) Stay neutral
Homework Equations
The Attempt at a Solution
You know how when two different charged...