Chemistry Mean spacing between Hemoglobin molecules

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To calculate the mean spacing between hemoglobin molecules in a red blood cell, the volume of the spherical cell must first be determined using its diameter of 5 microns. With approximately 3*10^8 hemoglobin molecules per cell and each molecule having a volume of 8.71*10^-26 m, the available volume per molecule can be calculated. The discussion emphasizes treating the space each molecule occupies as a cube, where the edge length of the cube can be derived from the volume. Clarification is provided that the separation distance between molecules corresponds to the cube's edge length, regardless of whether the molecule occupies the entire cube volume. Understanding these geometric relationships is crucial for accurately determining the mean spacing.
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Homework Statement


Calculate the mean spacing between hemoglobin molecules inside a red blood cell?


Homework Equations


Diameter of red blood cell = 5 microns
3*10^8 hemoglobin molecules in each red blood cell
Volume of hemoglobin molecule = 8.71*10^-26 m


The Attempt at a Solution


I assume we take the blood cell to be a spherical model, therefore we can find the volume of the cell. I am having trouble understanding how to use this data to find spacing inside a sphere.
 
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anyone know where to start? I was thinking to use the density of the red blood cell but I am still having trouble figuring out how to eventually get to mean spacing
 
I would treat it as a simple geometry. Calculate volume available to each hemoglobin molecules, assume it sits in the center of a cube, calculate cube edge length.

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So if we take the molecule in the center, then would the separation be the distance between the center of two cubes? The separation is the cube length? I am having trouble understanding how you determine cube length. Are we supposing the molecule takes up all the possible room in the cube?
 
Krazer101 said:
So if we take the molecule in the center, then would the separation be the distance between the center of two cubes? The separation is the cube length?

It is the same.

I am having trouble understanding how you determine cube length.

Oh come on, what is the formula for cube volume?

Are we supposing the molecule takes up all the possible room in the cube?

Doesn't matter, even if it doesn't take whole volume. Space can be filled with anything - water for example.

There is a possible problem if given molecule volume is higher than the cube volume, that would mean something is wrong.
 
Thank you, my main problem was understanding what would happen if the molecule did not completely occupy the cube or so. Thanks for explaining it to me.
 
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