Thermodynamics

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Thermodynamics Chemical reactions proceed according to the rules of thermodynamics The law of conservation of energy – energy can be converted from one form to another but the total amount of energy is constant Entropy – the universe is becoming more chaotic ACK!

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Thermodynamics. Chemical reactions proceed according to the rules of thermodynamics The law of conservation of energy – energy can be converted from one form to another but the total amount of energy is constant Entropy – the universe is becoming more chaotic. ACK!. Thermodynamics. - PowerPoint PPT Presentation

Transcript of Thermodynamics

Page 1: Thermodynamics

Thermodynamics

Chemical reactions proceed according to the rules of thermodynamics

• The law of conservation of energy – energy can be converted from one form to another but the total amount of energy is constant

• Entropy – the universe is becoming more chaotic

ACK!

Page 2: Thermodynamics

Some constants

Gas constant: R = 8.315 Joules/K* mol or

1.9872 cal/K.mol

Faradays constant: F = 96485 Joules/Volt.mol or

23062 cal/Volt* mol

Thermodynamics

Page 3: Thermodynamics

Energy: definitions

Energy – ability to do work

Energetics – energy transfer

Types of energy

• Potential – trapped energy

• Kinetic – energy of movement

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Energy Categories: more definitions• Radiant energy – energy released from one

object to another• Mechanical energy – energy to move objects

from place to place• Electrical energy – energy that results from the

movement of charged particles down a charge gradient

• Thermal energy – reflected in the movement of particles and serves to increase temperature

• Chemical energy – energy that is held within chemical bonds

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Energy Categories, Cont.

Animals rely on all five types of energy, which are interconvertible

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Food Webs are Transfers of Energy

Figure 2.3

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Free Energy (G)

1. Change in free Energy (ΔG)

ΔG = Products – ReactantsΔG negative – reaction will proceed forward →

ΔG positive – reaction will proceed backward ←

ΔG zero – reaction at equilibrium ↔

2. Standard free Energy – ΔGo: 298 K (25oC), 1 atm pressure, pH 7.0 and 1M [initial] for all reactants and products

Thermodynamics in a biological setting

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Thermal Energy

Thermal energy movement of molecules

Most chemical reactions involve changes in thermal energy• Exothermic reactions – release heat• Endothermic reactions – absorb heat

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Chemical Reactions and Thermal EnergyEnthalpy

Enthalpy – average thermal energy of a collection of molecules i.e. bond energy

Change in enthalpy (H) = Hproducts – Hsubstrates

• Exothermic: H is negative i.e. C6H12O6 + 6O2 → 6CO2 + 6H2O + energy

• Endothermic: H is positive i.e. ADP + Pi → ATP

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Chemical Reactions and Thermal EnergyEnthalpy and Entropy together

Entropy (S) – measure of randomness or disorder

Exothermic: H is negative, increase in S → reaction will occur spontaneously – negative G

Endothermic: H is positive, S is positive → reaction will occur spontaneously. It has to overcome the positive H

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Free Energy: calculations

Free energy changes of reactions are additive (coupled reactions):Consider the phosphorylation of glucose to glucose 6-phosphate:

Go: glucose + Pi ↔ glucose-6-phosphate + H2O = 3.3 kcal/mol

Go: ATP + H2O ↔ ADP + Pi = -7.3 kcal/mol

Summing these reactions together:ATP + glucose ↔ ADP + glucose 6-phosphate  

G° = +3.3 + (-7.3) = - 4kcal/mol (favourable)

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Biological reactions

G = Go + RTln ([products]/[reactants])Where R = gas constant, T = temperature in Kelvin

Example:

glucose + ATP ↔ glucose-6-phosphte + ADP

Go: glucose + Pi ↔ glucose-6-phosphate + H2O = 3.3 kcal/mol

Go: ATP + H2O ↔ ADP + Pi = -7.3 kcal/mol

Glucose: [5mM]; ATP: [2mM]; ADP: [0.15mM]; glucose-6-phosphate: [0.05mM]

So, G = - 4.0 kcal/mol + 1.9872cal/K mol)(298K)ln((0.05*0.15)/(5*2))

= -8.26kcal/mol

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ΔG for reactions that don’t make or break bonds

Go is zero

- Examples: glucose transport, ion transport across membranes

G = RTln ([inside]/[outside])Or for charged ions:

G = RTln ([inside]/[outside]) + zFEmwhere z = valence of the ion; F = Faraday constant and Em = membrane potential

Page 14: Thermodynamics

G = RTln ([inside]/[outside]) + zFEmwhere z = valence of the ion; F = Faraday constant and Em

= membrane potential

Example: Diffusion of Cl- from out to in

Cl- outside cell: 120mM; Cl- inside cell: 10mM; Em = -80mV

G = (1.987cal/K mol)(298K)(ln(10/120) + (-1)(23062 cal/V mol)(-0.08V) =

376 cal/mol

Transport across membranes