Why (LDL particle) size matters.

Having gone through the math(s) with several people, I thought I'd stick it in a blog post for posterity.

I know that this is a diagram of a chylomicron, but bear with me!

Cholesterol synthesised in the liver is exported in LDL particles. The more cholesterol that's synthesised, the more particles there need to be to carry it.

∴ LDL-P (particle number) ∝ LDL-C (total amount of cholesterol)

The particles are roughly spherical with a very thin wall (consisting of a phospholipid mono-layer, the yellow wiggly lines with a green end bit in the above diagram).

Volume of a sphere = 4/3 * π * r³, where r = half the diameter.

If there's a 10% reduction in LDL particle size, the volume reduces to 0.729, relative to the original size. Therefore, to carry the same amount of cholesterol requires 1/0.729 = 1.37 times more particles, which is a 37% increase in the number of LDL particles, relative to the original size.

∴ LDL-P (particle number) ∝ 1/LDLsize³

As it's LDL particle number that determines the infiltration of LDL cholesterol into the media of artery walls, it's advisable to keep cholesterol synthesis to a minimum by keeping fat intake to a reasonable level * (i.e. not Nutritional Ketosis level) and keeping LDL particle size to a maximum by keeping sugars & fast starches intake to a reasonable level*.

Before someone asks, what I mean by a reasonable level is a level that is burned by the body without having a chronic excess. An acute excess can be stored, provided that mean intake is less than mean burning.

How COULD I write a post about LDL-P and forget to include THIS?