Can you recommend me a source to self study computational materials science? I am currently doing an internship and want to study in my spare time for materials science. I will take a course named computational methods in materials science but I want to learn it earlier than that but I can't...
Whenever I touch to a doorknob or any other metallic object I get electrically shocked. Does this occur because of temperature difference between me and the metal? Is it similar to seebeck effect?
Only 2 is correct. 1)Since P is moving downward the wave is going to right as p approaches to right. 2)Yes, since R has a longer way to go. 3) Both are going to right.
1.Special relativity
2.Quantum theory of light
3.Wave properties of particles
4.Fundementals of quantum physics
5.Solutions of schrodinger equation for 1 dimensional particles
6.Formalism
7.Angular momentum
8.Solutions of schrodinger equation for hydrogen atom
9.Solutions of schrodinger equation...
I got a B- in thermodynamics due to getting 0 in exam for calculation errors or using moles instead of atom numbers and making a unit error. Anyways, I will take Modern Physics next semester and wonder if that's a harder course and if it is then it will be a good punishment for him to watch me...
cp=(dU/dT)P+P(dv/dT)P
cv=(dU/dT)V
cp-cv=(dU/dT)P+P(dv/dT)P- (dU/dT)V=(dU/dV)T(dV/dT)P+P(dv/dT)P- (dU/dV)T(dV/dT)V
since dV is zero (dU/dV)T(dV/dT)V is zero.
Hence
cp-cv=(dU/dV)T(dV/dT)P+P(dv/dT)P
I expanded both dU/dT and since one of them has no change in volume it is zero. is it acceptable...
I finished first four chapters of Gaskell Thermodynamics of Materials and finished all exercises. Those 4 chapters are: first law, second law and statistical interpretation and introduction. Can someone give me fun problems to solve on these topics. I am really having fun solving those problems.