Recent content by date.chinmay

3 coordinates of a point.. the fan speed at that point.. and the dissipated heat at that point XYZ,S,H

Thanks for replying! let me come straight.. X-Y-Z are my coordinates... A is temperature controlling device.. and B is the Heat dissipated at that point... All these affect the output i.e. T at that point. when i say i am trying to invert it... i mean.. I'm trying to make the ANN act as...

I'm working on a project which deals with temperature control of a room. the idea is to control temperature within a limit. I have prior data which i used to train a neural network which is 99.5% accurate. there are 5 inputs (x , y , z , A , B) and there is one output (T). Now I want to...

I'm working on a project which deals with temperature control of a room. the idea is to control temperature within a limit. I have prior data which i used to train a neural network which is 99.5% accurate. there are 5 inputs (x , y , z , A , B) and there is one output (T). Now I want to...

Hello all I'm trying to design a Neural network based control system which will do the following i have 120 computer servers with a. power b. temperature of server inlet c. temperature of server outlet Now i have readings for all 3 operating from 5kw to 35 kw in steps of 5 kw My server...

hey guys need some basic help in Fourier series.. these are a couple of problems i got stuck at... 1. f(x) = 50 -8<x<-2 = 0 -2<= x<= 4 2. f(x) =Sin x 0<x<= pi = 0 pi <= x<= 2pi 3. f(x) = 0 0<x<1 = 1 1<= x<= 2 please...

nice,,, i wondered if u cud provide a solution or a link to the actual stepwise solving of one...

I came across a reference where there is a beam (lets say length L) both ends fixed... with a UDL of say "W" per unit length... i want to know how the end moments are W L^2/12 ...shudnt they be W L^2/4?? Its pretty simple mechanics. but it got me wondering,,,,

some1 please answer this question...

I have a problem while solving 1-d tapered bar(cantilever) problem with one end fixed and other free with an axial load of 4000 N outwards from the free end. Area decreases from10sqcm to 5sqcm over a length of 75 cm. Differential equation is - d/dx(EA du/dx) + P(at x) =0 Boundary...