Find the value of <x> of a particle in the region x=0 to 6 nm in the ground state of one dimensional rigid box of length 12nm.
THEORY:
In quantum mechanics the expectation value is the probabilistic expected value of the result (measurement) of an experiment. It can be thought of as an average of all the possible outcomes of a measurement.
CODING:
clc
Pr1 = integrate('(1/8)*((4*x^2)-(4*x^3)+(x^4))*%e^(-x)','x',0,1);
Pr2 = integrate('(1/24)*(x^4)*(%e^-x)','x',0,1);
ratio=Pr1/Pr2;
disp(Pr1);
disp(Pr2);
disp(ratio);
OUTPUT:
YOUTUBE for all study videos : Click
Download Syllabus(+2 Physics CHSE)
- To get all B.Sc Physics Notes: Click
- To get questions on Differential equation: Click
- For Phd questions: Click
- For SEM-IV B.Sc Notes : Click
Contact for all Doubts & Online Classes: quantaphysics3@gmail.com
Read Spiritual Article & Manage Your Time & act likeTimeless
Model syllabus (+3): Downoad
List of all practicals(+3): Download
Post a Comment