What is the Difference Between Fluid Mosaic Model and Sandwich Model?
🆚 Go to Comparative Table 🆚The fluid mosaic model and the sandwich model are two different models that describe the structure of the cell membrane. The key differences between these two models are:
- Protein arrangement: The fluid mosaic model states that large protein (glycoprotein) molecules are embedded partially or completely within the phospholipid bilayer. In contrast, the sandwich model proposes that a phospholipid bilayer is sandwiched between two layers of proteins.
- Membrane structure: The sandwich model describes the cell membrane as a rigid and stable structure, while the fluid mosaic model describes it as a less rigid and dynamic structure.
- Variability: The sandwich model does not explain the variability of the plasma membrane, whereas the fluid mosaic model does.
- Lipid-protein ratio: The fluid mosaic model supports the lipid-protein ratio in the cell membrane, while the sandwich model does not.
The fluid mosaic model, proposed by G.L. Nicholson and S.L. Singer in 1972, is considered the most accurate model that explains the structure of the cell membrane. It describes the plasma membrane as a mosaic of phospholipids, cholesterol, proteins, and carbohydrates. The model also explains the transport of solutes and solvents through the biological membrane and the active and bulk transport of substances through the plasma membrane.
On the other hand, the sandwich model is a rejected model due to its various limitations. It did not explain the cell membrane's dynamic nature, repair capabilities, and variability among different biomembranes.
Comparative Table: Fluid Mosaic Model vs Sandwich Model
Here is a table comparing the Fluid Mosaic Model and the Sandwich Model:
Feature | Fluid Mosaic Model | Sandwich Model |
---|---|---|
Embedded Proteins | Proteins are partially or completely embedded within the lipid bilayer. | Proteins form separate layers on the outer surface of the lipid bilayer. |
Lipid-Protein Ratio | The model supports the variability of the lipid-protein ratio in different biomembranes. | The model assumes a constant lipid-protein ratio in all membranes. |
Membrane Structure | The model describes the plasma membrane as a dynamic, semi-solid (quasi-fluid) structure. | The model states the cell membrane as a rigid and stable structure. |
Variability of Cell Membrane | The model explains the variability of the plasma membrane due to different compositions and thicknesses of biomembranes. | The model does not explain the variability of the plasma membrane. |
Transport of Solutes and Solvents | The model explains the transport of solutes and solvents through the biological membrane. | The model does not explain the transport of solutes and solvents through the biological membrane. |
Active and Bulk Transport | The model explains the active and bulk transport of substances through the plasma membrane. | The model does not explain the active and bulk transport of substances through the plasma membrane. |
The Fluid Mosaic Model, proposed by G.L. Nicholson and S.L. Singer in 1972, is the more accurate and widely accepted model of the cell membrane. It describes the plasma membrane as a mosaic of phospholipids, cholesterol, proteins, and carbohydrates, with proteins partially or completely embedded in the phospholipid bilayer. The Sandwich Model, proposed by Hugh Davson and James Danielli, is an older model that states a phospholipid bilayer is sandwiched between two layers of proteins.
- Liquid vs Fluid
- Molten vs Liquid
- Holliday Model vs Meselson-Radding Model
- Fluid Dynamics vs Fluid Mechanics
- Fusion vs Solidification
- Liquid vs Solid
- Plasma vs Interstitial Fluid
- Ball vs Stick vs Space Filling Model
- Intracellular vs Interstitial Fluid
- Waterfall vs Spiral Model
- Particle Model of Matter vs Kinetic Molecular Theory
- Plasma vs Tissue Fluid
- Sandwich Elisa vs Competitive Elisa
- Solid vs Liquid Media
- Liquid vs Gas
- Molten vs Aqueous
- Liquid Crystal Solid vs Liquid
- Superfluidity vs Superconductivity
- Convection vs Diffusion