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Types of passive transport - Diffusion
Is the random movement of particles form an area of high concentration to an area of low concentration until equilibrium is reached
Eg. Tea, deodorant
Cellular examples: oxygen, carbon dioxide
Equilibrium = molecules are evenly spaced
Molecules will still move around but stay spread out
Rate of diffusion factors
The difference in concentration between the two area. This is known as the concentration gradient
Size - smaller particles diffuse faster
Temperature-particles diffuse faster at high temperatures than they do at low
State- gas particles diffuse more quickly than liquid ones
facilitated Diffusion ( always in a cell)
Diffusion of specific particles through transport/channel proteins found in the cell membrane
A) Transport Proteins are specific - they “select” only certain molecules to cross the membrane
B) Transports larger or charged molecules e.g NaCl
Types of passive transport - Osmosis(always in/out of a cell-water movement)
Diffusion of water through a semi-premeable membrane from an area of high water concentration to an area of low water concentration
Water is able to move freely through the pores in the semi permeable cell membrane
Types of solution - Hypotonic ( -swoll-absorb)(fat and burst)
The solution has a lower concentration of solutes and a high concentration of water molecules than inside the cell
This results in water moving from the solution to inside the cell…
The animal cell swells and bursts open (cytolysis)
Types of solution - Hypertonic -aren't getting enough warer/liquid (shrivel up)
The solution has a higher concentration of solutes and a lower concentration of water molecules than inside the cell
This results in water moving from inside the cell into the solution…
Cell shrinks (plasmolysis)
Types of solution - Istonic -stays the same (move ar an equal rate)
The concentration of solutes in the solution is equal to the concentration of solutes inside the cell.
This results in water moving equally in both directions and the cell remains the same size! (Dynamic Equilibrium)