Metabolism: Foundations
Metabolism: Basic Concepts and Design
Metabolism is an energy economy, and this chapter teaches its grammar before any pathway teaches its vocabulary. A cell earns ATP by burning fuel (catabolism) and spends it to build, move, and pump (anabolism); the two are coupled through shared intermediates, run on a small set of activated carriers, and are throttled by the cell's energy charge. Get these five ideas — convergence on acetyl-CoA, reaction coupling, ATP's middle-of-the-ladder transfer potential, the activated carriers, and energy-charge regulation — and every later chapter becomes bookkeeping.
You will not memorize a metabolic map in this chapter. You will learn the grammar that every later map obeys. Glycolysis, the citric acid cycle, fatty-acid oxidation — each is a long sentence, and this chapter teaches the parts of speech. Get the grammar and the rest is reading. Skip it and you will be memorizing arrows for the rest of the semester.
Here is the organizing idea, and it is worth holding onto for the next ten chapters: metabolism is an energy economy. A cell earns energy by burning fuel and spends it to build molecules, move itself, and pump ions against gradients. Earning is catabolism. Spending is anabolism. Almost everything else in this chapter is a detail about how the books are kept.
Why all roads lead to acetyl-CoA
Cells need energy for three jobs: mechanical work (a muscle contracting, a cell crawling), active transport (the Na⁺/K⁺ pump fighting a gradient), and biosynthesis (building proteins, lipids, nucleic acids). Plants and other phototrophs capture sunlight. We are chemotrophs: we oxidize carbon fuels. Energy is never created or destroyed here, only transformed — from the bonds of food into the currency the cell can spend.
Food becomes usable energy in three stages. First, digestion breaks large molecules into small ones: proteins to amino acids, starch to sugars, fats to fatty acids. Second, those small molecules funnel into a handful of key intermediates, above all acetyl-CoA. Third, acetyl-CoA is oxidized completely, and that oxidation drives ATP synthesis.
The striking thing is the convergence. Whether you eat a steak, a potato, or a spoonful of olive oil, your mitochondria see the same molecule: acetyl-CoA. Different highways, all leading to the same city center. That single fact is why you can learn one central pathway (the citric acid cycle, Chapter 17) and have it apply to every fuel you will ever eat.
Coupling: how the cell pays for unfavorable reactions
Building a molecule is usually uphill — endergonic, with a positive ΔG. So how does it happen? Not by magic and not by reversing some enzyme. The cell pays for it.
A thermodynamically unfavorable reaction proceeds when it is coupled to a favorable one through a shared intermediate. The trick is that ΔG values are additive. If A → B has ΔG°’ = +12 kJ/mol and ATP hydrolysis has ΔG°’ = −30.5 kJ/mol, then running them together through a shared intermediate gives a net −18.5 kJ/mol, and the reaction goes. Picture pulling a light wagon uphill by hitching it to a heavier wagon rolling down. The two are not happening at separate times; they are linked, and the combined system rolls in the favorable direction.
This is why catabolism and anabolism are coupled rather than independent. Catabolism is your paycheck; anabolism is your spending. Some pathways, like the citric acid cycle, are amphibolic — they run in both directions depending on need. But direction is never set by reversing a single enzyme. It is set by using distinct, separately regulated, irreversible enzymes for each direction. Income and spending use the same bank account, but different passwords.
Try the first module of the bench below: set a positive ΔG°’ for a target reaction, then couple it to ATP hydrolysis and watch the equilibrium constant leap.
Couple it: ATP pays for the uphill climb
- ΔG°' of target
- +12.0 kJ/mol
- ΔG°' summed
- +12.0 kJ/mol
- K'eq (310 K)
- 9.5e-3
These don't happen simultaneously — they share intermediate B, so their ΔG°' values simply add.
Rank the donors: phosphate only rolls downhill
Drag the Pi token to a rung — or focus it and use the arrow keys. Downhill only.
Transfer potential = −ΔG°' of hydrolysis. ATP sits in the middle on purpose: high-energy donors (PEP, 1,3-BPG, creatine-P) can charge it; it in turn can phosphorylate glucose. Glucose-6-P can't pay ATP back.
Read the battery: energy charge gates spending
AMP is the cell's sensitive alarm: adenylate kinase (2 ADP ⇌ ATP + AMP) makes AMP spike as ATP falls, so the gauge redlines faster than ATP alone would predict.
Run the first bench and the whole chapter collapses into one sentence: alone, A → B has a K'eq near 0.001 and effectively never happens, but bolt it to ATP hydrolysis and the summed ΔG°' goes negative — K'eq jumps past 200, and the reaction runs. That is all coupling is: arithmetic on ΔG, paid in ATP. The third bench tells you when the cell is willing to pay. It does not spend its last dollar; it holds energy charge near 0.85–0.92, throttling fuel-burning and fuel-building against the same gauge, the way you'd manage a checking account you can never let hit zero.
ATP, and the myth of the high-energy bond
ATP is the universal energy currency. Its structure is adenine plus ribose plus three phosphates, named α, β, and γ from the ribose outward; the γ-phosphate is the one transferred. Hydrolysis of that terminal phosphate is exergonic, with ΔG°’ ≈ −30.5 kJ/mol.
Now correct a common misconception. There is no “high-energy bond” storing the energy. Energy is not in a bond waiting to spring out. Hydrolysis is favorable because the products are more stable than the reactants: ADP and Pi enjoy more charge separation relief, better resonance stabilization of the released phosphate, more entropy, and better hydration than ATP did. The free energy comes from the difference in stability, not from a special bond.
That ΔG°’ is what lets ATP drive other reactions. Recall ΔG°’ = −RT ln K’eq: a ΔG°’ near −30.5 kJ/mol corresponds to coupling that shifts an unfavorable reaction’s effective K’eq by roughly a factor of 10⁵. Couple to ATP and a reaction that essentially would not happen now runs to near completion.
The deeper point is where ATP sits on the phosphoryl-transfer ladder — a ranking of how eagerly each phosphorylated compound gives up its phosphate. Phosphoenolpyruvate, 1,3-bisphosphoglycerate, and creatine phosphate all rank above ATP; glucose-6-phosphate ranks below. ATP sits in the middle, and that is exactly what makes it good currency. A compound at the top can recharge ADP into ATP; ATP in turn can phosphorylate things lower down, like glucose. A bill of intermediate denomination is the one you can both receive and spend. Drag the phosphoryl token in the ladder module and you will discover the rule yourself: transfers only run downhill.
One more property earns ATP its job. Phosphate esters are thermodynamically unstable but kinetically stable — they want to hydrolyze, but they will not do it on their own at any useful rate without an enzyme. That mismatch makes them ideal on/off switches: a kinase adds a phosphate to flip a protein on, a phosphatase removes it to flip it off, and nothing happens in between.
You can feel ATP’s timescale in your own muscles. Stored ATP lasts seconds. Then creatine phosphate, sitting above ATP on the ladder, recharges ADP for another 30 to 60 seconds via creatine kinase. (When muscle is injured, creatine kinase leaks into the blood, which is why elevated serum CK is a clinical marker of muscle damage.) After that, glycolysis takes over, and finally aerobic respiration for the long haul.
Burning a fuel means stripping electrons off its carbons and handing them, ultimately, to oxygen — and every electron handed down that chain pays out ATP. A carbon already at +4 (CO₂) has nothing left to give, so it is metabolic ash. A carbon near −2 (the long reduced chain of a fatty acid) is loaded with electrons, which is why a gram of fat yields more than twice the energy of a gram of carbohydrate or protein. Energy density is just distance from CO₂.
Activated carriers and recurring motifs
Beneath the thousands of named reactions, metabolism uses only about six reaction types — redox, ligation (ATP-driven joining), isomerization, group transfer, hydrolysis, and lyase reactions. Learn the verbs and the sentences get short.
It also runs on a small set of activated carriers — think delivery trucks. They are kinetically stable, few in number, and most are built from vitamins, which is why a vitamin deficiency hits metabolism hard. ATP carries phosphoryl groups. NADH carries electrons from carbon oxidations (from niacin, vitamin B3) and feeds them to the electron transport chain, worth roughly 2.5 ATP each. FADH₂ also carries electrons (from riboflavin, B2; the working part is the isoalloxazine ring) but enters lower in the chain at Complex II, worth about 1.5 ATP. NADPH is the carrier for reductive biosynthesis — same electron-carrying chemistry, dedicated to building rather than burning. And coenzyme A carries acyl groups through a thioester linkage; that bond has high transfer potential because sulfur stabilizes the product poorly by resonance, leaving the energy available. CoA’s core is pantothenate, vitamin B5.
The clinical tie-ins write themselves. Pantothenate kinase deficiency causes PKAN, with brain iron accumulation and neurodegeneration. Niacin deficiency is pellagra; thiamine deficiency (the carrier TPP) is beriberi; riboflavin deficiency is ariboflavinosis. Each disease is a missing truck.
Regulation: amount, activity, access
A cell controls flux three ways, on three timescales. It changes the amount of an enzyme by transcription (hours to days). It changes the activity of existing enzymes by allostery and reversible covalent modification (seconds to minutes), which is how hormones like insulin coordinate the whole body fast. And it changes substrate accessibility by compartmentation — keeping fatty-acid synthesis in the cytosol and fatty-acid oxidation in the mitochondrion so the two never run at once in a futile cycle.
The master gauge is energy charge: ([ATP] + 0.5[ADP]) / ([ATP] + [ADP] + [AMP]), normally held near 0.85–0.90. It is the cell’s battery meter. Adenylate kinase (2 ADP ⇌ ATP + AMP) makes AMP a hypersensitive alarm: a small dip in ATP produces a large spike in AMP, which activates AMPK to switch on catabolism and shut down anabolism. Read the battery in the third module and watch the needle redline as ATP falls.
When this regulation fails, you get disease — and this is the frame to carry through the whole course: pathophysiology is biochemistry in a clinical context. Diabetes is regulation failure at the level of insulin signaling. Cancer cells run aerobic glycolysis (the Warburg effect), burning glucose for biosynthetic building blocks rather than maximal ATP, which is why tumors light up on a PET scan. Mitochondrial disease is electron-transport failure, often presenting as lactic acidosis.
That is the grammar. In Chapter 16, Glycolysis, you will watch every one of these ideas — coupling, substrate-level phosphorylation, activated carriers, energy-charge regulation — come alive in a single ten-step pathway.
How we measure it
Phosphoryl-transfer potential (the ΔG°' of hydrolysis)
Rank a phosphorylated compound by how much free energy its hydrolysis releases under standard conditions. Measured against a common reference, these values build the ladder that tells you which molecule can phosphorylate which: PEP and creatine phosphate sit above ATP and can charge ADP; glucose-6-phosphate sits below and cannot. The whole logic of substrate-level phosphorylation falls out of this one measured quantity.
Energy charge
A single number, ([ATP] + 0.5[ADP]) / ([ATP] + [ADP] + [AMP]), that reports how 'charged' the cell's adenylate pool is, normally near 0.85–0.90. Because adenylate kinase interconverts the three nucleotides, a small drop in ATP produces a large spike in AMP, so energy charge is a sensitive, dimensionless readout of metabolic state — the experimental basis for understanding AMPK signaling.
Isotopic and PET tracing of fuel use
Label a fuel carbon and follow where it lands, or scan a patient with an 18F-glucose analog and watch which tissues take up sugar fastest. Tracing is how convergence on acetyl-CoA was established and how the Warburg effect is read clinically — tumors light up on a PET scan because they run glycolysis hard even when oxygen is plentiful.