Consider an 3-dimensional ideal bose gas system whose dispersion relation is given by h2k2 e hw 2m
a) find the mean occupation number of quantum state with a wave vector k.
b) find the total number of particles n_{1} at excited states and internal energy u (t at temperature t and express it in terms of bose-einstein integral gn(z; and thermal wave length h2 1/2 2tmkbt t(

Electric field of the earth. the earth has a net electric charge that causes a field at points near its surface equal to 150 n> c and directed in toward the center of the earth. (a) what magnitude and sign of charge would a 60-kg human have to acquire to overcome his or her weight by the force exerted by the earth’s electric field? (b) what would be the force of repulsion between two people each with the charge calculated in part (a) and separated by a distance of 100 m? is use of the earth’s electric field a feasible means of flight? why or why not?