Transport Across the Cell Membrane
Senior 5 · Biology
Transport Across the Cell Membrane
Lesson 1 of 5
25 min
Biochemists can make an artificial membrane from phospholipids alone, with no proteins in it, and test what crosses. Oxygen and carbon dioxide pass through almost at once. Water crosses slowly. Glucose barely crosses at all, and ions such as Na⁺ and K⁺ are stopped almost completely. Yet a red blood cell takes up glucose in seconds and a nerve cell lets Na⁺ flood in during every impulse. Something in a real membrane must let these substances through. In Senior 2 you named the parts of the membrane; this lesson explains how its structure decides what crosses it, and how fast.
| Substance | Type | Crosses a pure phospholipid bilayer? |
|---|---|---|
| O₂, CO₂, N₂ | Small, non-polar gases | Rapidly |
| Steroid hormones, ethanol | Lipid-soluble | Readily |
| H₂O, urea | Small, polar, uncharged | Slowly |
| Glucose, amino acids | Larger, polar | Hardly at all |
| Na⁺, K⁺, Cl⁻, H⁺ | Ions (charged) | Practically not at all |
The rule: the hydrophobic core of the bilayer lets through small and lipid-soluble molecules, and blocks charged and large polar ones.
Definition
Fluid mosaic model: the model of membrane structure proposed by S. J. Singer and G. L. Nicolson in 1972. The membrane is a fluid bilayer of phospholipids in which individual molecules move sideways, with proteins scattered through it like the pieces of a mosaic.
Intrinsic protein: a protein that spans the bilayer (channels, carriers). Extrinsic protein: a protein attached to one surface only.
Glycoprotein and glycolipid: a protein or a lipid with a carbohydrate chain attached, on the outer surface; they act as receptors and recognition sites.
Definition
Diffusion: the net movement of molecules or ions from a region of higher concentration to a region of lower concentration, down a concentration gradient, as a result of their random motion. It is passive: it uses no energy from ATP.
Facilitated diffusion: diffusion of ions or polar molecules across a membrane through specific channel or carrier proteins. It is also passive and goes only down the gradient.
The rate of diffusion across a surface such as the wall of an alveolus follows Fick's law:
So diffusion is faster across a larger area, down a steeper gradient, and across a thinner barrier. Other factors also matter:
Every exchange surface in biology is built to obey Fick's law: the alveoli of the lungs, the villi of the small intestine, the gills of a tilapia and the spongy mesophyll of a leaf all have a large area, a thin barrier and a gradient kept steep by ventilation or blood flow.
Worked example 1: Fick's law and lung disease
In a lung damaged by emphysema, the total alveolar surface area falls to 60 % of normal, and scarring thickens the barrier between air and blood from 0.5 µm to 0.8 µm. Assuming the concentration gradient is unchanged, calculate the new rate of oxygen diffusion as a percentage of normal.
Interpretation: two changes that each look moderate combine to cut oxygen uptake by almost two-thirds, which is why such patients are short of breath even at rest.
Ions and polar molecules cross through proteins:
Because there is a limited number of carrier proteins, facilitated diffusion has a maximum rate. When every carrier is busy, raising the concentration further does not speed it up: the carriers are saturated (Figure 2). Simple diffusion through the bilayer shows no such limit.
Worked example 2: is a carrier involved?
Red blood cells were placed in glucose solutions and the rate of glucose uptake was measured (illustrative data, arbitrary units).
| Glucose outside / mmol dm⁻³ | 0 | 2 | 4 | 8 | 16 | 32 |
|---|---|---|---|---|---|---|
| Rate of uptake | 0 | 40 | 64 | 84 | 96 | 100 |
(a) Calculate the percentage increase in rate when the concentration doubles from 2 to 4, and from 16 to 32 mmol dm⁻³. (b) What do the results show?
Warning
Common mistakes
Cognito: "A-Level Biology - Fluid Mosaic Model". Watch for the role of each membrane component, especially cholesterol and the glycoproteins, and why the model is called "fluid" and "mosaic".
Tip
Fick's law questions: write the proportionality first, then change one factor at a time. "Area × 2 and thickness × 2" leaves the rate unchanged; "area ÷ 2 and gradient ÷ 2" quarters it.
Practice: the membrane and diffusion
Key points
Sources and credits
Figures 1 and 2, the tables, the worked examples and the practice questions are written by Ganzaa. The data in Worked example 2 are illustrative.