Mechanisms of Transport - AP Biology

SECTION 1

Historical Context & Motivation

The story of membrane transport begins with the realization that cells are not merely passive containers but dynamic systems that carefully regulate the passage of molecules across their boundaries. Early microscopists observed that cells could swell and shrink in solutions of varying concentrations, but the molecular explanation for these phenomena remained elusive for centuries. The development of the fluid mosaic model of the cell membrane in the twentieth century provided the structural framework necessary to understand how transport occurs. Today, our understanding of membrane transport integrates principles from thermodynamics, protein biochemistry, and cell biology, revealing that the selective permeability of biological membranes is one of the most fundamental requirements for life.

1748 • Osmosis Described

Jean-Antoine Nollet first described osmosis by observing water movement through a pig bladder membrane, establishing the concept of selective permeability.

1877 • Osmotic Pressure Quantified

Wilhelm Pfeffer measured osmotic pressure using semipermeable membranes, enabling Jacobus van 't Hoff to derive the osmotic pressure equation relating solute concentration to pressure.

1925 • Lipid Bilayer Proposed

Gorter and Grendel extracted lipids from red blood cells and proposed that the cell membrane consists of a lipid bilayer, explaining why nonpolar molecules cross membranes more readily than polar ones.

1972 • Fluid Mosaic Model

Singer and Nicolson proposed the fluid mosaic model, depicting the membrane as a dynamic structure with integral and peripheral proteins embedded in a phospholipid bilayer — the basis for understanding protein-mediated transport.

2003 • Aquaporin Nobel Prize

Peter Agre received the Nobel Prize in Chemistry for discovering aquaporins — channel proteins that facilitate rapid water transport — demonstrating that even small molecules often require protein assistance to cross membranes efficiently.

These historical milestones converge on a central biological question: How do cells control which substances enter and exit, and what energy sources drive these movements? Answering this question requires understanding the interplay between the thermodynamics of diffusion, the architecture of the phospholipid bilayer, and the specificity of membrane transport proteins. These mechanisms are not merely academic — they underpin nerve impulses, nutrient absorption, kidney filtration, and virtually every physiological process in living organisms.

SECTION 2

Core Principles of Membrane Transport

Membrane transport can be broadly classified by two criteria: whether the process requires metabolic energy and whether it involves membrane-bound proteins. All transport mechanisms are governed by the second law of thermodynamics — substances spontaneously move down their concentration (or electrochemical) gradients unless energy is expended to move them against those gradients. The phospholipid bilayer acts as a selectively permeable barrier: small, nonpolar molecules like O₂ and CO₂ pass through readily, whereas ions, large polar molecules, and macromolecules generally cannot cross without assistance.

Passive Transport

Movement of substances down their concentration or electrochemical gradient without the input of metabolic energy (ΔG < 0). Includes simple diffusion, osmosis, and facilitated diffusion through channels or carriers.

Active Transport

Movement of substances against their concentration or electrochemical gradient, requiring energy input — typically ATP hydrolysis (primary) or the potential energy of an existing ion gradient (secondary/cotransport).

Bulk Transport

Transport of large particles or volumes of fluid via membrane-bound vesicles. Endocytosis brings materials into the cell (phagocytosis, pinocytosis, receptor-mediated); exocytosis releases materials outside the cell.

Selective Permeability

The lipid bilayer's hydrophobic interior creates a barrier to charged and polar molecules. Transport proteins confer specificity, allowing cells to regulate precisely which substances cross and at what rate.

✦

KEY TAKEAWAY

Think of the cell membrane as a sophisticated security checkpoint at an international border. Small, familiar travelers (nonpolar molecules) pass through freely. Others need a specific passport and escort (transport proteins) to get through. Some VIPs are actively ushered against the flow of traffic at considerable energy cost (active transport), while oversized cargo must be loaded into dedicated vehicles — vesicles — for entry or exit (bulk transport).

SECTION 3

Visual Overview of Transport Mechanisms

This diagram illustrates the five major categories of membrane transport. From left to right: simple diffusion (small nonpolar molecules pass directly through the bilayer), osmosis (water moves through aquaporins), facilitated diffusion (polar molecules and ions use channels or carriers), active transport (pumps move solutes against gradients using ATP), and bulk transport (vesicles carry large particles or fluid volumes). Note that passive mechanisms are thermodynamically favorable, while active and bulk transport require cellular energy.

The diagram above emphasizes a critical organizational principle: the distinction between passive and active mechanisms is rooted in thermodynamics, specifically whether the free energy change (ΔG) of the transport process is negative (spontaneous) or positive (requires energy input). In passive transport, molecules move from regions of higher concentration to regions of lower concentration, increasing entropy and releasing free energy. In active transport, cells must couple an energetically unfavorable process — moving molecules against their gradient — with an exergonic reaction such as ATP hydrolysis. The proteins embedded in the bilayer (channels, carriers, and pumps) provide the structural specificity that allows cells to control which substances cross and at what rate, a hallmark of selective permeability.

SECTION 4

Thermodynamic & Quantitative Framework

Understanding membrane transport at a deeper level requires connecting the biological observations to thermodynamic principles. The free energy of transporting an uncharged solute across a membrane depends on the ratio of concentrations on either side. For charged ions, the electrical potential difference across the membrane (membrane potential) also contributes, giving rise to the electrochemical gradient. Two key quantitative relationships govern these processes.

FICK'S LAW OF DIFFUSION (SIMPLIFIED)

J = −P × A × (C₂ − C₁)

Where J = net flux (mol/s), P = permeability coefficient (cm/s), A = membrane surface area, C₁ and C₂ = concentrations on each side of the membrane. Net flux is proportional to the concentration difference and the membrane area, and the negative sign indicates movement from high to low concentration.

FREE ENERGY OF TRANSPORT (UNCHARGED SOLUTE)

ΔG = RT × ln(C_in / C_out)

Where R = gas constant (8.314 J/mol·K), T = absolute temperature in Kelvin, and C_in / C_out = the ratio of solute concentration inside vs. outside the cell. When ΔG < 0, transport is thermodynamically favorable (passive); when ΔG > 0, energy input is required (active).

WATER POTENTIAL (BIOLOGY-SPECIFIC)

Ψ = Ψ_s + Ψ_p

Where Ψ = water potential (in bars or MPa), Ψ_s = solute potential (always ≤ 0; more solute = more negative), and Ψ_p = pressure potential (positive in turgid plant cells, zero in animal cells under standard conditions). Water moves from regions of higher Ψ to regions of lower Ψ.

💡

AP Exam Tip

The AP Biology exam frequently asks you to predict the direction of water movement given solute concentrations. Remember: water potential determines the direction of osmosis. Water always moves from a region of higher water potential (less negative) to a region of lower water potential (more negative). Pure water at atmospheric pressure has Ψ = 0, the highest possible value for water potential in biological systems.

SECTION 5

Detailed Classification of Transport Types

A thorough classification of transport mechanisms requires distinguishing among their energy requirements, protein involvement, direction relative to gradients, and the types of substances they move. The following table and diagram organize these distinctions systematically, providing the level of detail expected on the AP Biology exam.

Mechanism	Energy Source	Protein Required?	Direction	Example Molecules
Simple Diffusion	None (ΔG < 0)	No	Down gradient	O₂, CO₂, ethanol, steroid hormones
Osmosis	None (ΔG < 0)	Aquaporins (optional)	High Ψ → Low Ψ	H₂O
Facilitated Diffusion (channels)	None (ΔG < 0)	Yes — channel proteins	Down gradient	Na⁺, K⁺, Cl⁻ through gated ion channels
Facilitated Diffusion (carriers)	None (ΔG < 0)	Yes — carrier proteins	Down gradient	Glucose (GLUT transporters), amino acids
Primary Active Transport	ATP hydrolysis	Yes — ATPase pumps	Against gradient	Na⁺/K⁺-ATPase, Ca²⁺-ATPase, H⁺ pump
Secondary Active Transport	Ion gradient (indirect ATP)	Yes — cotransporters	Against gradient (coupled)	Na⁺/glucose symporter, Na⁺/H⁺ antiporter
Endocytosis	ATP	Yes — receptor/cytoskeletal	Into cell	Bacteria (phagocytosis), LDL (receptor-mediated)
Exocytosis	ATP	Yes — SNARE proteins	Out of cell	Neurotransmitters, hormones, mucus

Comprehensive classification of membrane transport mechanisms

The Na⁺/K⁺-ATPase is the quintessential primary active transporter. Each cycle hydrolyzes one ATP molecule and undergoes conformational changes that shuttle 3 Na⁺ ions out of the cell (pink) and 2 K⁺ ions into the cell (cyan). Because the pump moves an unequal number of positive charges, it is electrogenic, contributing directly to the resting membrane potential. The steep Na⁺ gradient established by this pump provides the driving force for secondary active transport processes such as the Na⁺/glucose symporter in intestinal epithelial cells.

The distinction between channel proteins and carrier proteins is frequently tested on the AP Biology exam. Channel proteins form aqueous pores through which specific ions or small molecules can flow at very high rates (up to 10⁸ ions per second) and can be gated — opened or closed in response to voltage, ligands, or mechanical stress. Carrier proteins, by contrast, bind their substrate on one side of the membrane, undergo a conformational change, and release it on the other side; this process is slower (10²–10⁴ molecules per second) but allows for greater specificity. Both channels and carriers can mediate passive facilitated diffusion, but only carriers (not channels) participate in active transport, because the conformational change can be coupled to energy input.

A conceptual membrane has higher sodium outside and lower sodium in the cytosol. A violet pump moves three sodium out and two potassium in per ATP. A separate gold symporter brings one sodium and one glucose inward, using the gradient. Protein forms and their juxtaposition are schematic. In this conceptual membrane, the Na+/K+ ATPase uses one ATP to move three Na+ out and two K+ in, maintaining a sodium electrochemical gradient. A separate symporter uses that gradient to bring Na+ and glucose inward; the 1:1 ratio is a selected teaching model and varies among transporters. The cutaways do not represent constitutively open pores: both transport cycles and the protein shapes are schematic. The juxtaposition does not assert a shared membrane face in a particular tissue.

Trace the two membrane leaflets through vesicle formation and fusion.

Membrane trafficking context with an authored leaflet trace: the exterior-facing leaflet becomes luminal and the cytosolic leaflet stays cytosolic. Vesicle budding and fusion preserve which membrane surface faces cytosol and which faces the lumen or exterior. Illustration is schematic where scale or molecular structure is simplified.

Plant wall is thick and distinct from inner membrane; large central vacuole and peripheral cytoplasm visible. Animal cell has flexible boundary and no wall. Separate exact panel: Paired plant states retain the same wall while the inner membrane is pressed outward or retracted; animal membrane has no surrounding wall. For nonpenetrating solutes, a plant wall limits expansion as water enters. Water loss retracts the protoplast from the wall during plasmolysis; animal cells lack this rigid wall.

Wall support changes the response. For nonpenetrating solutes, a plant wall limits expansion as water enters. Water loss retracts the protoplast from the wall during plasmolysis; animal cells lack this rigid wall. For nonpenetrating solutes, a plant wall limits expansion as water enters. Water loss retracts the protoplast from the wall during plasmolysis; animal cells lack this rigid wall.

Two membrane-surface scenes show a receptor-bearing endocytic pit and closed internal vesicle, alongside an exocytic fusion opening with extracellular cargo. Endocytosis encloses extracellular cargo in a vesicle lumen; exocytosis opens that lumen to the extracellular space. Membrane fusion and budding preserve which membrane side faces the cargo.

Endocytosis preserves the extracellular side. Endocytosis encloses extracellular cargo in a vesicle lumen; exocytosis opens that lumen to the extracellular space. Membrane fusion and budding preserve which membrane side faces the cargo. Endocytosis encloses extracellular cargo in a vesicle lumen; exocytosis opens that lumen to the extracellular space. Membrane fusion and budding preserve which membrane side faces the cargo.

Exocytosis opens a lumen to the outside. During exocytosis, the vesicle lumen opens to the extracellular space while membrane-side orientation is preserved. During exocytosis, the vesicle lumen opens to the extracellular space while membrane-side orientation is preserved.

SECTION 6

Worked Example: Water Potential & Osmosis

Water potential calculations are a staple of the AP Biology exam. The following example demonstrates how to determine the direction and extent of water movement between a plant cell and its surrounding solution.

Predicting Water Movement in a Plant Cell

1
Step 1 — Identify Given Values

A plant cell with a solute potential (Ψ_s) of −0.9 MPa and a pressure potential (Ψ_p) of +0.4 MPa is placed in a beaker of sucrose solution with Ψ_s = −0.3 MPa and Ψ_p = 0 MPa (open container, no pressure).

Cell: Ψ_s = −0.9 MPa, Ψ_p = +0.4 MPa; Solution: Ψ_s = −0.3 MPa, Ψ_p = 0 MPa
2
Step 2 — Calculate Ψ for the Cell

Using Ψ = Ψ_s + Ψ_p → Ψ_cell = (−0.9) + (+0.4) = −0.5 MPa.

Ψ_cell = −0.5 MPa
3
Step 3 — Calculate Ψ for the Solution

Ψ_solution = (−0.3) + (0) = −0.3 MPa.

Ψ_solution = −0.3 MPa
4
Step 4 — Determine Direction of Water Movement

Water moves from the region of higher water potential to the region of lower water potential. Since Ψ_solution (−0.3 MPa) > Ψ_cell (−0.5 MPa), water will move from the solution into the cell. The cell is in a hypotonic environment (relative to the cell's solute concentration), so the cell will gain water, turgor pressure will increase, and the cell will become more turgid.

Water moves INTO the cell (solution → cell). The cell becomes more turgid.
5
Step 5 — Predict Equilibrium

Water will continue to enter the cell until the water potential of the cell equals that of the solution. As water enters, Ψ_p of the cell increases (the rigid cell wall pushes back), while the influx of water slightly dilutes the cell's solutes (making Ψ_s less negative). At equilibrium, Ψ_cell = Ψ_solution = −0.3 MPa (assuming the large volume of solution doesn't change appreciably). At that point, Ψ_p ≈ +0.6 MPa if we assume Ψ_s remains close to −0.9 MPa.

At equilibrium: Ψ_cell = Ψ_solution = −0.3 MPa; Ψ_p ≈ +0.6 MPa

SECTION 7

Comparing Passive & Active Transport

A clear understanding of how passive and active transport differ — and how they depend on each other — is essential for the AP Biology exam. The following table distills the most important contrasts, while the takeaway below explains why cells need both systems working in concert.

Feature	Passive Transport	Active Transport
Energy requirement	None — driven by ΔG < 0	ATP or ion gradient (ΔG > 0 for the solute)
Direction	Down the concentration/electrochemical gradient	Against the concentration/electrochemical gradient
Saturation kinetics	Simple diffusion: no; Facilitated: yes (V_max)	Yes — limited by number of pump proteins
Specificity	Low (simple) to high (facilitated)	High — pumps are substrate-specific
Effect of metabolic poisons	Not directly affected	Inhibited — ATP supply disrupted
Temperature sensitivity	Moderate (affects membrane fluidity and kinetic energy)	High — enzyme-catalyzed process with Q₁₀ ≈ 2
Biological role	Gas exchange, nutrient uptake (down gradient), water balance	Maintaining ion gradients, nerve impulses, nutrient absorption against gradient

Key differences between passive and active transport

✦

KEY TAKEAWAY

Passive and active transport are not independent systems — they form an interconnected energy economy. Active transport by the Na⁺/K⁺-ATPase establishes steep ion gradients across the membrane, and these stored gradients then power secondary active transport and create the electrochemical driving force for passive ion flow through channels. This is analogous to a hydroelectric dam: energy is invested to pump water uphill (active transport creates ion gradients), and then the potential energy of the stored water is harvested as it flows downhill through turbines (passive transport and cotransport). Without the initial energy investment, the downstream processes would cease.

SECTION 8

Connections to Signal Transduction & Organismal Physiology

Membrane transport is not an isolated cellular function — it interfaces directly with signal transduction, cellular energetics, and organismal homeostasis. Voltage-gated Na⁺ and K⁺ channels are the molecular basis of action potentials in neurons, where the rapid opening and closing of these channels propagates electrical signals at speeds up to 120 meters per second. In mitochondria and chloroplasts, proton pumps embedded in the inner mitochondrial membrane and thylakoid membrane establish the H⁺ gradient that drives chemiosmosis and ATP synthesis via ATP synthase — arguably the most consequential transport-coupled reaction in all of biology. At the organismal level, nephrons in the kidney use a combination of filtration, active transport (Na⁺/K⁺-ATPase in the basolateral membrane), and osmosis to regulate blood solute concentration and volume.

Concept in This Lesson	Advanced Connection	AP Biology Unit
Ion channels (facilitated diffusion)	Voltage-gated Na⁺/K⁺ channels in action potentials; ligand-gated channels at synapses	Unit 4 (Cell Communication), Unit 8 (Ecology — animal behavior)
Proton pumps (active transport)	Electron transport chain → chemiosmosis → oxidative phosphorylation and photophosphorylation	Unit 3 (Cellular Energetics)
Water potential and osmosis	Transpiration–cohesion–tension model in plants; kidney osmoregulation in animals	Unit 8 (Ecology — organisms & environment)
Receptor-mediated endocytosis	Signal transduction — internalization of receptor-ligand complexes; cholesterol uptake via LDL receptors	Unit 4 (Cell Communication)

How membrane transport concepts connect to other AP Biology units

As you progress through the AP Biology curriculum, recognize that transport mechanisms are not confined to Unit 2 (Cells). The principles you have learned here — gradient-driven movement, protein specificity, energy coupling, and selective permeability — recur in every subsequent unit. Mastery of these fundamentals provides the conceptual scaffold for understanding cellular energetics, neural signaling, immune function, and even evolutionary adaptations related to osmoregulation in diverse environments.

SECTION 9

Practice Problems

Question 1: CONCEPTUAL

A cell membrane is permeable to substance X without the involvement of any membrane protein. Which of the following best describes substance X?

A. A large polar polysaccharide
B. A small nonpolar molecule such as O₂ or CO₂
C. A charged ion such as Na⁺ or Cl⁻
D. A glucose molecule moving down its concentration gradient

Show answer (B)

B is correct. The hydrophobic core of the phospholipid bilayer allows small, nonpolar molecules like O₂ and CO₂ to pass through via simple diffusion without any protein assistance. A is incorrect because large polar molecules cannot cross the hydrophobic bilayer without transport proteins. C is incorrect because charged ions require channel or carrier proteins to cross the membrane due to their charge being repelled by the nonpolar interior. D is incorrect because glucose, though moving down its gradient, is a polar molecule that requires facilitated diffusion through GLUT transporter proteins.

Question 2: BASIC CALCULATION

A plant cell has a solute potential (Ψ_s) of −0.7 MPa and a pressure potential (Ψ_p) of +0.5 MPa. It is placed in a solution with Ψ = −0.4 MPa. In which direction will water move?

A. Into the cell, because the cell has a lower water potential
B. Out of the cell, because the cell has a higher water potential
C. No net movement; the system is at equilibrium
D. Into the cell, because solute potential is more negative inside the cell

Show answer (B)

B is correct. Ψ_cell = Ψ_s + Ψ_p = (−0.7) + (+0.5) = −0.2 MPa. Since Ψ_cell (−0.2 MPa) is greater than Ψ_solution (−0.4 MPa), water moves from the region of higher water potential (the cell) to the region of lower water potential (the solution) — meaning water exits the cell. A is incorrect because the cell actually has the higher (less negative) water potential. C is incorrect because the water potentials are not equal. D is incorrect because although the cell does have a more negative solute potential, overall water potential — not solute potential alone — determines the direction of water movement, and Ψ_p raises the cell's total water potential above that of the solution.

Question 3: INTERMEDIATE

A researcher treats cells with ouabain, a drug that specifically inhibits the Na⁺/K⁺-ATPase. Over time, which of the following changes would be expected?

A. Intracellular Na⁺ concentration decreases and K⁺ concentration increases
B. The resting membrane potential becomes more negative
C. Intracellular Na⁺ concentration increases and the cell swells due to osmotic water entry
D. ATP production by mitochondria immediately ceases

Show answer (C)

C is correct. When the Na⁺/K⁺-ATPase is inhibited, it can no longer pump 3 Na⁺ out and 2 K⁺ in per cycle. Na⁺ that passively leaks into the cell through channels accumulates intracellularly, while K⁺ leaks out. The increased intracellular Na⁺ raises intracellular solute concentration, lowering the cell's water potential and causing osmotic water entry, which makes the cell swell (potentially leading to lysis in animal cells lacking a cell wall). A is incorrect because it describes the opposite of what happens — Na⁺ would increase, not decrease, inside the cell. B is incorrect because the membrane potential would become less negative (depolarize), not more negative, since the electrogenic pump that moves net positive charge outward is no longer functioning. D is incorrect because ouabain inhibits the Na⁺/K⁺-ATPase on the plasma membrane, not the ATP synthase in mitochondria; ATP production is not directly halted, though secondary effects may eventually reduce it.

Question 4: APPLIED

4 pts

Design an experiment to determine whether a specific membrane protein (Protein Z) functions as a channel protein or a carrier protein for the transport of amino acid X across the cell membrane. Include the following in your response: (a) State a testable hypothesis. (b) Describe the experimental setup, including controls, variables, and the type of data to collect. (c) Describe expected results if Protein Z is a channel protein versus a carrier protein. (d) Explain how the structural difference between channels and carriers leads to the difference in transport kinetics.

Show answer

Point-by-point rubric: (a) Hypothesis (1 point): If Protein Z is a channel protein, then the rate of amino acid X transport will be significantly faster (approaching 10⁶–10⁸ molecules/sec) and will show a linear relationship with concentration at low to moderate concentrations, compared to a carrier protein that would show a lower maximum transport rate and earlier saturation kinetics. (b) Experimental setup (1 point): Reconstitute purified Protein Z into artificial lipid vesicles (liposomes). Prepare a control set of liposomes without Protein Z. Expose both sets to a series of increasing external concentrations of radiolabeled amino acid X. The independent variable is the extracellular concentration of amino acid X; the dependent variable is the rate of amino acid X uptake into the vesicles, measured by radioactivity inside vesicles at timed intervals. Temperature, pH, lipid composition, and vesicle size should be kept constant across conditions. (c) Expected results (1 point): If Protein Z is a channel protein, the initial rate of transport will be very high and will show a nearly linear increase with increasing substrate concentration, with saturation occurring only at very high concentrations (if at all). If Protein Z is a carrier protein, the transport rate will show Michaelis-Menten-type saturation kinetics — the rate will plateau at a lower V_max as substrate concentration increases, because the conformational change cycle of each carrier limits throughput. (d) Structural explanation (1 point): Channel proteins form a continuous aqueous pore through the membrane, allowing solutes to flow through without the protein undergoing a conformational change for each molecule — this permits very high throughput. Carrier proteins, by contrast, must bind the substrate, undergo a conformational change to expose the binding site to the other side of the membrane, release the substrate, and then return to the original conformation before the next molecule can be transported. This cycle time is the rate-limiting step, producing a lower V_max and clear saturation at relatively low substrate concentrations.

Question 5: CRITICAL THINKING

4 pts

Researchers measured the rate of glucose uptake in red blood cells (RBCs) under two conditions: (1) normal RBCs with functional GLUT1 transporters, and (2) RBCs treated with cytochalasin B, which blocks the glucose-binding site on GLUT1. The following data were obtained: | Extracellular [Glucose] (mM) | Uptake Rate — Normal (μmol/min) | Uptake Rate — Cytochalasin B (μmol/min) | |---|---|---| | 1 | 0.8 | 0.05 | | 5 | 3.2 | 0.10 | | 10 | 4.8 | 0.15 | | 20 | 5.5 | 0.20 | | 40 | 5.8 | 0.25 | (a) Describe the pattern of glucose uptake in normal RBCs and explain why the rate plateaus at higher concentrations. (b) Explain why a small amount of glucose uptake occurs even in cytochalasin B-treated cells. (c) Calculate the approximate V_max for GLUT1-mediated transport and explain your reasoning. (d) Predict how the data would change if the experiment were conducted at 4°C instead of 37°C. Justify your prediction.

Show answer

Point-by-point rubric: (a) Pattern and explanation (1 point): In normal RBCs, glucose uptake increases rapidly at low extracellular concentrations and then levels off (plateaus) at higher concentrations, producing a hyperbolic saturation curve characteristic of facilitated diffusion. The plateau occurs because GLUT1 transporters become saturated — at high glucose concentrations, essentially all transporter molecules are occupied at any given moment, so increasing the substrate concentration further cannot increase the rate. This is analogous to enzyme saturation kinetics. (b) Residual uptake explanation (1 point): The small, linearly increasing uptake in cytochalasin B-treated cells represents simple diffusion of glucose through the lipid bilayer. Although glucose is a polar molecule and crosses membranes poorly by simple diffusion, a small fraction can still partition into and cross the bilayer at a rate proportional to the concentration gradient. This residual uptake is non-saturable and increases linearly with concentration, consistent with simple diffusion (Fick's law). (c) V_max calculation (1 point): The V_max for GLUT1-mediated transport can be estimated by subtracting the cytochalasin B (simple diffusion) rate from the normal rate and noting the plateau value. At 40 mM, the GLUT1-mediated rate ≈ 5.8 − 0.25 = 5.55 μmol/min. Since the curve is approaching a plateau but not fully flat, V_max is approximately 5.6–6.0 μmol/min. The data at 20 and 40 mM show only a small increase (5.5 to 5.8), suggesting V_max is being approached. (d) Temperature prediction (1 point): At 4°C, the GLUT1-mediated transport rate would decrease substantially because carrier-mediated transport requires conformational changes in the protein, which are temperature-dependent (reduced kinetic energy slows molecular motion and increases membrane viscosity). The V_max would decrease. Simple diffusion would also decrease somewhat due to reduced kinetic energy of glucose molecules, but the effect would be less dramatic. Additionally, the lipid bilayer would be less fluid at lower temperature, further reducing both facilitated and simple diffusion rates. The overall shape of the normal uptake curve would remain hyperbolic but with a lower plateau.

SUMMARY

Mechanisms of Transport — Key Concepts Review

Summary

Membrane transport is organized around a fundamental thermodynamic distinction. Passive transport — including simple diffusion, osmosis, and facilitated diffusion — moves substances down their concentration or electrochemical gradient without energy input (ΔG < 0). Active transport moves substances against their gradient, requiring energy from ATP hydrolysis (primary) or a coupled ion gradient (secondary). Bulk transport (endocytosis and exocytosis) uses membrane-bound vesicles to move large particles or fluid volumes. The selective permeability of the phospholipid bilayer, modulated by transport proteins (channels, carriers, and pumps), is what allows cells to maintain distinct internal environments.

For the AP Biology exam, remember that water potential (Ψ = Ψ_s + Ψ_p) determines the direction of osmosis — water moves from higher Ψ to lower Ψ. Channel proteins form pores for rapid ion flux, while carrier proteins undergo conformational changes and show saturation kinetics. The Na⁺/K⁺-ATPase is the paradigmatic primary active transporter, pumping 3 Na⁺ out and 2 K⁺ in per ATP, generating both concentration gradients and membrane potential. These transport mechanisms connect directly to chemiosmosis in cellular respiration and photosynthesis, neural signaling via voltage-gated channels, and osmoregulation at the organismal level, making transport one of the most interconnected topics on the AP Biology exam.