biochem & nutrition exam 1 Flashcards
1st and 2nd law of thermodynamics
first law: total amount of energy in the universe is constant, but forms change - energy can be transferred but not destroyed
second law: in natural processes, entropy tends to increase
What makes a reaction go? Energetics/Thermodynamics
enthalpy (H): number & type of chemical bonds
the net change in enthalpy, delta H, for a rxn depends on the relative strengths of the bonds broken and formed
delta H < 0 (so negative): heat generated/released - bond broken so hot
delta H > 0 (so positive): heat energy transformed - bond formed so cold
measured in kilojoules per mole (kJ/mol)
Calculate the enthalpy change of a reaction:
Sum Enthalpy (Products) minus
Sum Enthalpy (Reactants)
Energetics/Thermodynamics
entropy (S)
As time moves forward, the net entropy (degree of disorder) of any isolated or closed system will increase. It takes a lot of effort (energy?) to decrease entropy.
measure of randomness
delta S > 0: system becomes more random, less ordered
delta S < 0: system becomes less random, more ordered
Energetics/Thermodynamics
Gibbs Free Energy (G) is the available energy in a system to do work.
Gibbs free energy
delta G < 0: exergonic, rxn released energy - destroy, catabolic
delta G > 0: endergonic, must put in energy into the system to make the reaction happen - building, anabolic so the energy required
exergonic vs endergonic
delta G < 0: exergonic: products predominate at equilibrium (‘occurs spontaneously as written [left to right]
delta G > 0: endergonic: reactants predominate at equilibrium (‘does not occur spontaneously as written [ occurs spontaneously in reverse direction)
delta G = delta H - TdeltaS
factors that contribute to making delta G more negative (less positive):
- negative delta H (exothermic rxn)
- positive delta S (increasing entropy [more random])
factors that contribute to making delta G more positive (less negative):
- positive delta H (endothermic rxn)
- negative delta S (decreasing entropy [more random])
equilibrium
is not a state where there are equal concentrations of all reactants and products
it is a state where [ ] remains constant. Those concentrations have to be determined experimentally. Then an equilibrium constant can be calculated, and from this, the delta G knot can be calculated.
completion depends on a specific set of concentrations determined by an equilibrium constant Keq
completion depends on a specific set of concentrations described by an equilibrium constant Keq
Keq
= concentration products/concentration reactant
one can compare where the reaction is going when you use Q and compare it to Keq, given the concentrations of all of the constituents
Q > K = more products, net rxn to the left
Q = K = equal [ ] of products and reactants, no net rxn
Q < K = more reactants, net rxn to the right
will a rxn occur under actual conditions? the answer depends on delta G, not just delta G knot
this means that delta G changes based on concentrations of reactants/products
K’eq > 1.0, delta G’ knot is negative, starting with all components at 1M the reaction proceeds forwards
K’eq = 1.0, delta G’ knot is zero, starting with all components at 1M the reaction is at equilibrium
K’eq < 1.0, delta G’ knot is positive, starting with all components at 1M the reaction proceeds reverse
IF: Keq > 1, ∆G° is large and negative→meaning?
IF: Keq < 1, ∆G° is large and positive→meaning?
IF: Keq > 1, ∆G° is large and negative→meaning? - move forward, to right
IF: Keq < 1, ∆G° is large and positive→meaning? - move reverse, to left
thermodynamics of biosystems
left alone (w/o any energy input), biosystems would fall apart (entropy maximization)
to maintain order, and to grow, energy input is required
to accomplish this, exergonic rxns are coupled to endergonic rxns
Metabolism: The sum total of all chemical reactions in an organism. Metabolism = Anabolism + Catabolism
Anabolism: Synthetic reactions. Normally endergonic (+∆G)
Usually involves reduction (Entropy = negative)
Catabolism: Degrative Reactions Normally exergonic (-∆G)
Usually involves oxidation (Entropy = positive)
catabolism & anabolism
often just the reverse of each other
but at least one step is catalyzed by different enzymes in different directions
one step is often thermodynamically greatly favored in one direction
the two processes often take place in different parts of the cell
catabolism & anabolism
synthesis of complex molecules and many other metabolic rxns required energy (endergonic)
- thermodynamically unfavorable rxns (delta G’ knot > 0) create order and require work and energy
higher energy barriers (delta G railroad tracK) exist for many stable metabolites (ex: sugar)
breakdown of some metabolizes releases significant amount of energy (exergonic)
- such metabolites (ATP, NADH, NADPH) can be synthesized using energy from sunlight fuels
Reaction Coupling
Some reactions are not energetically favorable. The first reaction of glycolysis, for example, wants to go in reverse.
ex:
glucose to glucose-6-phosphate is coupled to ATP hydrolysis
In living organisms, an energy-releasing reaction can be coupled to an energy- requiring reaction to drive the otherwise unfavorable reactions.
more thermodynamics
ordinarily, less than 100% of the released energy is transferred in a pair of rxns
recall that enzymes change rates, not delta-G
standard delta G’s are additive
Reaction Coupling
High-energy compounds are used by all organisms to provide a driving force for thermodynamically unfavorable reactions (entropy).
Two reactions are “coupled” when one reaction is energetically favorable and can provide energy which allows the second reaction (unfavorable on its own) to occur.
How does this work?
The ∆G values of sequential reactions are additive!
So: (1) Glucose + Pi → glucose 6-phosphate + H2O ∆G1 = 13.8 kJ/mol (2) ATP + H2O→ ADP + Pi ∆G2 = -30.5 kJ/mol
Sum: ATP + glucose → ADP + glucose 6-phosphate ∆GTOT = -16.7 kJ/mol
The energy released by the second reaction drives the first reaction!
Thermodynamically unfavorable reactions (anabolic?; ∆G > 0) create order and require work and energy. We gotta get that energy from somewhere.