Define the molar weight of the head group

Reference no: EM13659727

T4 is a bacterial virus. Suppose the virus has a head group that is roughly spherical, and which contains DNA. The virus head particles were found to have the following properties at T=293 K as well as in water solution s=1025 S, D=3.6×10-8 cm2/s, and 2 for the unhydrated head group is 0.605 mL/g. Compute the following

a) Define the molar weight of the head group.

b) Define the volume of the unhydrated head group

c) Define the frictional coefficient of the hydrated head group.

d) From your result in part c), compute the radius and volume of hydrated head group. Assume the viscosity of water is 0.001 kg/(m s).

e) From your results in parts a), b), and c), compute the number of grams of water that hydrate each gram of head group

Reference no: EM13659727

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