Question 1
Compute the net potential energy of a simple Na+Cl- pair. The equilibrium distance between the ions is 0.28nm. The potential energy due to repulsion between electrons is given by Ur= β/r8
Question 2
2.1 α-Co has an hcp structure with lattice spacings of a= 2.51 Ao and c = 4.07 Ao, β Co is fcc, with a cubic lattice spacing of 3.55 Ao. What is the difference in density between the two forms?
2.2 Sodium transform from bcc to hcp at about T = 23K. Assuming that the density remains fixed, and the c/ a ratio isideal, calculate the hcp lattice spacing given that the cubic lattice spacing is a' = 4.23 Ao in the cubic phase.
Can you apply your knowledge about physics on this type of problem when a ladder would be useful to rescue someone from an icy pond
if velocity varies with time in quadratic manner then acceleration
A. constant
B. zero
C. linearly varying
D. varies as t^3
If velocity varies with time in quadratic manner then acceleration
How far can you travel into the future without aging significantly? Could this method also
apply to travels into the past?
Two spherical conducting shells of radii ra and rb are arranged concentrically and are charged to potentials Ua and Ub respectively. If Ra>Rb, find the potential at points between the shells and at points r>rb
Find the energy stored in free space for the region 2 mm ` r ` 3 mm, 0 ` ` 908, 0 ` 0 ` 908, given the potential field V : a 200 V; b 300cos VX
WE 12 and write it on a differential basis,
DEdv
Ans. 1.391 pJ; 36.7 J
A 3.00 kg rock is dropped from the top of a 12.0 m high cliff. Using the conservation of energy, find the following.
d. The gravitational potential energy after it has fallen 6.00 m.
e. The kinetic energy after it has fallen 6.00 m.
f. The gravitational potential energy just as it hits the ground.
A constant force of 245 N is applied at a 48.2° angle to a mass of 62.1 kg as shown below. If the mass moves at a constant speed of 3.28 ms–1, determine its coefficient of dynamic friction.
Ans:0.206
Suppose a laser starting an original field strength Eo bounces back and forth between two mirrors with reflectivity R1 and R2 . The field makes a round trip in a time T = 2L / v , where v is velocity . The electric field will decay with time and the decaying field will be?