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1st Law of Thermodynamics
energy is conserved (neither created or destroyed; converts from one form to another)
2nd Law of Thermodynamics
entropy is constantly increasing; the tendency of any process in nature is to increase disorder
3rd Law of Thermodynamics
Entropy of a system approaches zero as the temperature reaches absolute zero (0 Kelvin); entropy is dependent on temp of the system
open system
allow for exchange of energy and matter ex. living organisms
closed system
allows energy to be exchanged only ex. boiling water w/ lid on
isolated system
no exchange of energy or matter ex. perfect thermos
characteristics of living organisms
open system
never at equilibrium (take nutrients and expel waste)
in steady-state- constant flow of total input and output (so whole system remains constant)
Enthalpy
heat
ΔH= 𝛴H(bonds broken)-𝛴H(bonds formed)
endothermic reaction
+ΔH
heat is absorbed by system
new bond are less stable
not enthalpically favorable
exothermic reaction
-ΔH
heat is released by system
new bond are more stable
enthalpically favorable
positive entropy (+ΔS)
more disorder
less complex products
entropically favorable
negative entropy (-ΔS)
more order
more complex products
entropically unfavorable
-ΔG
spontaneous/favorable
exergonic
process occurs without energy input
from high energy to low energy
+ΔG
nonspontaneous/unfavorable
endergonic
needs energy input for rxn
low every to high energy
What are the overall favorable conditions for Free Energy?
-ΔH & +ΔS
-ΔH & +ΔS
spontaneous at all temperatures
-ΔH & -ΔS
spontaneous at low temperatures
+ΔH & +ΔS
spontaneous at high temperatures
+ΔH & -ΔS
nonspontaneous at all temperatures
Free Energy Change under non-standard conditions
ΔG= ΔG°+RTlnQ
R
gas constant= 8.314 J/mol*K
Biochemical Free Energy Change
ΔG= ΔG°’+RTlnQ
removed the involvement of pH and water conc.
equilibrium constant
Keq=([Ceq]c[Deq]d)/([Aeq]a[Beq]b)
Q
([Ci]c[Di]d)/([Ai]a[Bi]b)
Gibbs Free energy at equilibrium
ΔG°= -RTlnKeq
Keq >1
large -ΔG
product favored/made
spontaneous in forward direction
Keq <1
large +ΔG
reactant favored/made
non spontaneous in forward direction
Keq =1
ΔG=0
equilibrium
no driving force for reaction
pH of cell
7.4
How to calculate kelvin:
add 273.15 to the Celsius value
structure of water
covalent bond between 1 electronegative oxygen & 2 electropositive hydrogen
bent conformation (b/c 2 electron clouds
polar (has dipole moment)
properties of water
hydrogen bonding when water interacts with each other (can create large networks and rapidly fluctuate allowing for biochemical events)
excellent solvent (b/c ability for fast interactions)
interactions with dictate structures and functions of macromolecule
participates in non-covalent bond interactions
hydrophobic effect
the tendency of water to minimize its contacts with hydrophobic molecules
sphere of hydration
water molecules form a “cage” around the hydrophobic solute
aggregation
the process where individual molecules, particles, or proteins clump together to form larger clusters or complexes, driven primarily by their interactions with surrounding water molecules (water takes the more favorable conformation and thermodynamically favorable)
ionization
the process where an atom or a molecule gains or loses electrons to become a charged particle called an ion; changes the acid and conj. base concentrations therefore pH and biochemical processes
pH
measure of [H+] (acidity) in any solution
= -log[H+]
1-6 pH= acidic
14=pH+pOH
pOH
=-log[OH-]
acid
proton donor
base
proton acceptor
acid dissociation constant
Ka= [H2O]+Keq= [H3O+][A-]/[HA]
tells us the strength of acid/ability to transfer a proton to water
pKa
=-log[Ka]
works like pH (lower the # the stronger the acid
Henderson-Hasselbalch Equation
pH= pKa+log[A-]/[HA]
How is pH change of a solution determined?
pKa of the acid/base pair (how likely to donate proton)
concentration on pair (how many available)
inflection point
point in titration which enough base has been added to neurtalize 50% of the acid (pH=pKa)
equivalence point
point in titration at whcih enough base had been added to exactly neutralize the acid
buffering capacity
ability to resist pH changes on addition of an acid or base; when pH=pKa and within 1 unit of the pKa
primary amino group
basic and ionizable
on N-terminal side
pka~9
carboxylic acid group
acidic and ionizable
on c-terminis side
pka~2
dipolar ion
molecules that contain charged groups of opposite polarity (positive and negative charge)
zwiterions
net charge= zero
pH< pKa
acidic/protonated state prefered
pH is lower than pka of group
[A-]<[HA]
pH>pKa
deprotonated/basic state preferred
pH is higher than pKa
[HA]<[A-]
characteristics of amino acid ionization
all amino acids are weakly polyprotic acids
at low pH, all ionizable groups will be protonated (+)
ionizable groups start deprotonated based on pH compared to pKa
categories of amino acids
non-polar aliphatic (hydrophobic), uncharged polar, aromatic, negatively charged, and positively charged
non-polar side chains
non-ionizable, interact with each other (nonpolar) not water or other polar/ionic molecules, hydrophobic
polar side chains
interact with surrounding water molecules and polar/ionic molecules (hydrogen, ionic, dipole)
the pKa determines chemical properties of amino acid and resulting protein
aromatic groups
bulky
Phe & Trp= non-polar
Try= polar & uncharged (can do hydrogen bonding)
uncharged groups
uncharged at pH=7.4 (have partial charges)
hydrophilic
participate in hydrogen bonds b/c of thiols, hydroxyls, and amides
serine, threonine, cystine, asparagine, glutamine
nonpolar aliphatic amino acids
have 2 pKa values (carboxyl and amino)
glycine, alanine, proline, valine, leucine, isoleucine, methionine
negatively charged groups
negative charge when pH=7.4
participate in ionic interactions with positively charged molecules
can be hydrogen bond accepters
aspartate & glutamate
positively charged groups
participate in ionic interactions with negatively charged molecules
can be hydrogen bond donors
lysine, arginine, histidine (ionizes at pH=7.4)
importance of Histidine
pka=6 meaning ionizable at pH=7.4
can be protonated (+1) or neutral (0) at physiological pH
important in catalytic in enzymes
isoelectric point
pH at which the molecule has zero net charge
molecules are at least soluble point
pI=(pKi+pKj)/2
hydropathy
measure combined hydrophobicity and hydrophilicity of an amino acid
indicates where likely to find (interior/exterior)
interior- +2.8-+5, high hydrophobicity (nonpolar amino acids)
exterior- -1- -5, highly hydrophilic (charged/polar)
throughout- -1-+2.8, slight; hydrophilic
asp
3.7
glu
4.3
His
6
Cys
8
Tyr
10
Lys
10
Arg
12
Thr
13
Ser
13
Carbonyl in peptide
3.5
Amino in peptide
8.5