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(a) The interstitial volume, V0, in Figure 26-15 is the volume at which the curves rise vertically at the left. FindV0for the 25-nm-pore-size column. To the nearest order of magnitude, what is the smallest molecular mass of molecules excluded from this column? (b) What is the molecular mass of molecules eluted at 9.7 mL from the 12.5-nm column? (c)Vmis the volume at which the curves drop vertically at the right. Find the largest molecular mass that can freely enter the 45-nm pores.

Short Answer

Expert verified

(a)V0 for the 25-nm-pore-size column isV0=5.5 ml.

The smallest molecular mass of molecules excluded from this column is 106Da.

(b) The molecular mass104 Da.

(c) The largest molecular mass would be104 Da.

Step by step solution

01

Define molecular mass:

Molecule mass is a molecular weight that is equal to the sum of all the atoms contained in a molecule.

02

Find V0 for the 25-nm-pore-size column:

(a)

Here we will find V0for the 25-nm-pore-size column

The starting point of the curve for 25nm pores which rises vertically at the left would be 11 and end point would be around 5.5 so the V0=5.5mlml.

The smallest molecular mass of molecules excluded from this column -106 Da.

03

The molecular mass of molecules eluted at 9.7 mL from the 12.5-nm column:

(b)

Here we will find the molecular mass of molecules eluted at 9.7 mL from the 12.5-nm column.

Look at the Figure 26-15 and find that the molecular mass is104 Da.

04

Find the largest molecular mass:

(c)

Here we will find the largest molecular mass that can freely enter the 45-nm pores

Considering thatVm is the volume at which the curves drop vertically at the right - the largest molecular mass would be -104 Da.

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