Biochem 1 Flashcards
biochemistry
-study of life at the molecular level
thermodynamics
-the relationship between energy, work, and heat
energy
capacity to do work
work
transfer of energy from the system to surroundings that can raise a weight
-organized- allows you to do something with that energy
heat
transfer of energy as a result of a difference in temperature
-disorganized- difference in temp
system
- what we define
- what were studying
surroundings
-everything else in the universe other than the system
does life obey the law of thermodynamics
- when you breakdown into smaller parts -> yes
- add up all those processes and yes it does obey
- need to work on a smaller scale first
1st law of thermodynamics
- any change in the internal energy (U) of a system must equal the transfer of energy as heat or work
- energy cannot be created or destroyed
- energy of system + energy of surroundings will always = energy of universe (constant)
- Δ U= U final - U initial = q - w
- heat is released by the system and work is done by the system
enthalpy
- thermodynamic potential of a system
- H
- H= U + PV
- at constant pressure enthalpy equals heat
- defined in kJ
exothermic
- release of energy
- change of enthalpy is negative
- -ΔH
- release heat
- ex. -10kJ
endothermic
- requires addition of heat
- change of enthalpy is positive
- +ΔH
- ex. 10kJ
spontaneous processes
- have a tendency to occur without input of energy
- cracking an egg and pick up the egg and drop it again -> it wont reform bc it requires a lot of energy -> non-spontaneous
- all gas is packed into one side a chamber, when the division is lifted the gas molecules with naturally diffuse without inputting energy -> spontaneous
- ΔH < TΔS
nonspontaneous process
- requires energy for process to occur
- ΔH > TΔS
entropy (2nd law of thermodynamics)
- ΔS tends to increase
- disorder, randomness
- S universe is always positive (ΔS>0)
- the entropy of a system can decrease but that means the entropy of the surrounds must increase by a greater amount so that ΔS is always positive
- S
- number of energetically equivalent arrangements (J/K)
- when the partition of a chamber is lifted the gas diffuses and the entropy increases bc there are many more ways for the gas molecules to be placed -> energy will spread out within a given space
- energy moves from high to low until equilibrium (highest entropy)
- a function of temperature
- if a spontaneous process has no change in energy or enthalpy, the change in entropy must be greater than zero
- ΔS system + ΔS surroundings = ΔS universe > 0
gibbs free energy
Δ S >= ΔH / T
-related entropy to enthalpy via temperature
-came up with criteria for spontaneous process:
ΔH - TΔS <= 0
-if greater than 0 its nonspontaneous and if less than it is spontaneous
Δ G = Δ H - TΔS
-if ΔG is neg its spontaneous and positive is nonspontaneous
mechanical example gibbs free energy
- raising a block up a hill -> needs energy to go up the hill -> positive G -> nonspontaneous -> endergonic
- weight at the top of the hill -> doesnt require input of energy -> neg G -> spontaneous -> exergonic
biochemical example of gibbs free energy
- set of reactants have free energy
- set of products that have a lower free energy
- G is negative
- exergonic reaction
- spontaneous
exergonic
-if change in G is less than or equal to 0 the process will occur spontaneously
endergonic
-if change in G is greater than 0 the process will not occur spontaneously
negative H, positive S
- enthalpically favored and entropically favored
- spontaneous at all temperatures
- exothermic
negative H, negative S
- enthalpically favored and entropically unfavored
- spontaneous at temperatures below T= Δ H / Δ S
- exothermic
positive H, positive S
- enthalpically unfavored and entropically favored
- spontaneous at temperatures above T= ΔH/ΔS
- endothermic
positive H, negative S
- enthalpically unfavored and entropically unfavored
- nonspontaneous at all temperatures
- endothermic
where does energy come from- ATP
- coupling reactions to a form of energy
- ATP
- body uses this for chemical reactions
- high energy bonds in the phosphates -> break these bonds for energy
- exergonic, spontaneous
- phosphorylate
- ex. nonspontaneous rxn -> take ATP (exergonic & spontaneous) -> couple each reaction -> **ATP reacts directly with metabolite that needs “activation” -> overall reaction has a -ΔG, exergonic
- concentration of ATP in our cells is much higher than you would expect
- the concentration of ADP will affect the free energy of the coupled chemical rxn
- the amount of energy released by converting ATP to ADP needs to be greater than the amount of energy consumed by the coupled chemical rxn
- 2 chemical rxn need to share a common intermediate to be coupled
concentrations of the reactions and products
- free energy change of a rxn depends on the concentrations of the reactants and products
- ex. lifting the partition in a gas chamber -> change in entropy but also a change in concentration -> closed partition (more concentration)
- change in concentration causes a change in entropy
standard free energy change
- constant
- ΔG^degree
standard condition
- 25C
- 1 atm
- activity of water is 1
- pH 7
- reactants with multiple ionization states are considered to be in the most common state at pH 7
equilibrium
- the free energy change of the forward reaction exactly balances that of the reverse reaction
- ΔG is equal to zero
- we can calculate where a rxn will reach equilibrium from standard free energy data
Van’t Hoff equation
- used to determine equilibrium constant
- tells you if rxn is spontaneous or not
- allow rxn to reach equilibrium and then measure the concentrations of reactants and products -> from that we can calculate the equilibrium constant at that temperature
- repeat this using different temperatures -> creates a linear slope trend
- plot can be used to determine if the spontaneity of a rxn will depend on temperature
- slope = -ΔH/R
- y-intercept= ΔS/R
positive y-intercept, positive slope
- positive slope means that ΔH is negative
- if ΔH is negative -> exothermic
- slope = -ΔH/R
hydrophobic effect
- 2nd law of thermodynamics (entropy)
- two nonpolar molecules in water will come together so that more water molecules will be able to freely interact with other water molecules -> increases disorder -> favored
- increases entropy when they come together
- if they were to stay apart more water molecules would be “used up” by interacting with the nonpolar molecules
intracellular process
- if a cell is carrying out a function it is using energy
- this energy is released as heat to the surroundings
- this increases the entropy of the surrounds
- ΔS=-ΔH/T
water
- primary solvent of life
- shape the biological molecules that are dissolved in it
- tendency to dissociate
- partial + and - -> permanent dipole -> polar -> allows for hydrogen bonds
- dissociates into H+ and -OH
- can act as a base of acid
biochemical reactions take place in aqueous environments
- biological molecules assume their shape and function in response to physical and chemical properties in surrounding water
- water is medium for majority of rxns (an exception is lipid membranes)
- water actively participates in many biochemical rxns bc it can dissociate into H+ and OH-
shape of water
- tetrahedral
- free lone pairs of electrons on the water molecule -> these push up the hydrogen atoms
- free lone pairs give partial neg charge to O atom (-.66e)
- hydrogen atoms have partial positive charge (+.33)
- neg on one side and + on one side -> permanent dipole -> allows for hydrogen bonds
hydrogen bonds- water
- one water molecule is the hydrogen bond donor and one is the acceptor
- donor- donates a H atom
- acceptor- has free lone pair of electron and accept the H bond
- distance between the H and O atom in the hydrogen bond is 1.77 angstroms (small size of H+ allows it to get very close to O-)
- a single water molecule can donate 2 H (2 H) and accept 2 H (2 lone pair)
- bonds are roughly weak (20kJ/mol) -> when you add them all up its a lot of energy -> gives water its special properties
Angstrom
= 1/10 of a nanometer
10 angstroms = 1 nanometer
-ex. .177nm = 1.77 angstrom
covalent bond distance between O and H in water
1 angstrom
.0965 nm
hydrogen bond networks in water are constantly switching
- boils at 100C
- not static -> constantly breaking and reforming every 2 x 10^-11 s
- it is able to do this bc of the hydrogen bonds -> gives water its special properties
methane
- same tetrahedral shape as water
- similar weight to water
- does not have hydrogen bonds
- boils at -164C (water is 100C)
- there are no interactions between methane so it takes very little amount of energy for methane to go from liquid to gas
hydroxyl group
- OH-
- has a free H atom that functions as a donor to the lone pair on water
- also has a lone pair that can accept H bonds
carbonyl group
- C=O
- two lone pairs on the O which acts as a H bond acceptor
- can accept two H bonds
- important for secondary structure and peptide bonds
carboxylate group
- has 2 O atoms
- can accept 5 H bonds
- functions as a hydrogen bond acceptor
ammonium group
- side group of lysine
- N atom with 3 H bonds on it
- 3 H bond donor
strength of H bond
- depends on the orientation of the donor and acceptor
- H bond donor is in a linear plane with the acceptor -> strongest form of H bond
- non-linear planar are much weaker bonds
hydrophilic
- molecules that tend to dissolve in water
- polar + ionic
- ions surrounded by water molecules are solvated by ordered waters of hydration -> non random orientation -> entropically disfavored
- it dissolves bc the crystal form of NaCl is broken after it is dissolved -> entropically favored
- this breaks ionic bonds and forms H bonds -> favorable
- very exothermic rxn -ΔH -> spontaneous process -> -ΔG
hydrophobic
- tend not to dissolve in water
- nonpolar
- molecules tend to aggregate due to hydrophobic effect- tendency of water to minimize its contacts with hydrophobic groups
- dissolving nonpolar substances in nonpolar solvents is entropically driven
nonpolar ex
- nonpolar substance (hydrocarbons) dissolved in water (polar)
- transfer them to a nonpolar solvent
- exergonic -ΔG -> spontaneous
- enthalpy is + -> disfavored
- increases entropy when you go from polar to nonpolar solvent
- nonpolar dissolved in nonpolar is entropically driven
nonpolar substance dissolved in water- hydrophobic effect
- bc nonpolar substance has no charge there are no favorable interactions
- water tries to minimize contact with nonpolar substance
- forms ordered water caged (clathrates) around nonpolar substance -> aggregates all the nonpolar molecules together and surrounds it
- cage is not favorable bc its organized
- minimizes the SA of the nonpolar substance and maximizes the overall entropy of the water molecules
- more water molecules will be free to form H bonds
- think of the the chicken farmer example (building a fence around a clump of chickens or around each individual chicken)
proton hop
- allows water to participate in acid base rxn
- H+ interact with another water molecule and forms H3O+ (hydronium)
- in a chain of water molecules the hydronium ion gives up its extra proton and it “proton hops” along the chain until the water accepts the proton on the other end becoming a hydronium ion
- moves through solution rapidly and constantly
dissociation constant of water
Kw = [H+][OH-]
- @ 25C Kw = 10^-14
- concentrations of H+ and OH- are reciprocally related
- ex. if the concentration of a proton is 10^-7 then the OH- concentration is 10^-7
pH
=-log[H+]
- low pH -> acidic
- high pH -> basic
- can determine structure
acid
substance that can donate a proton
base
substance that can accept a proton
HA (free acid) + H2O =
H3O+ (conjugate acid) + A- (conjugate base)
strength of an acid
- determined by its dissociation constant (Ka)
- dissociation constant are typically written as pK values -> pK=-logK
- ex. Ka = 10^-5 -> pK=5
- dissociation of strong acids shifts rxn to right -> exists as a conjugate base
- weak acids have an equilibrium between the free acid and conjugate base
weak acid example
- acetic acid
- monoprotic- donates one H atom
- Ka= 10^-5
- pK=5
- good biological buffer for a lysosome simulation
weak acids
- control the pH of a solution using weak acids
- set the pH and control it from moving away from set point
- determined by the relative concentrations by the free acid and conjugate base
- ex. if you want the pH of a solution to be about 5 choose a weak acid with a pK around pH 5 and then calculate the concentration of the free acid and conjugate base we need to add
Henderson-hasselbalch equation
pH = pK + log[A-]/[HA]
- used to calculate the pH of weak acids
- calculates the amount of free acid and conjugate base you need to add to reach a certain pH
polyprotic
- can donate multiple H atoms
- acids
- monoprotic - 1
- diprotic - 2
- triprotic -3
useful weak acids- phosphoric acid
- centered around phosphate
- phosphoric acid has three H atoms
- 3 different pK values for each H atom
- first H atom- pK = 2
- 2nd pK = 7.21 -> biological buffer!
- 3rd pK= 12
- our blood is at a pH of 7.4 so phosphoric acid is a very useful biological buffer for humans
biological buffers
- used to help maintain a certain pH
- weak acids with pK close to 7 are useful buffers
- used when you want to mimic the pH inside the cell
- ex. phosphoric acid
acetic acid as a buffer
- pK of acetic acid is 4.7
- can function as a buffer for pH between 3.7-5.7
- at this pK value the concentration of free acid and conjugate base are equal
- dissolve free acetic acid in water and add OH- -> conjugate base forms rapidly initially (acetate)
- during this process measure the pH -> pH shoots up rapidly and immediately
- as you add more and more OH- the change in pH slows down and the slope shallows -> buffering region
- at the midpoint the conjugate base and free acid concentration are equal- slope is lowest here
- as we keep adding OH- we quickly drive the free acid all the way to conjugate base
buffering compacity
roughly +- 1 of the pK of the weak acid
biomolecules can contain multiple ionizable groups
- histidine attached to protein
- 100s of ionizable groups inside a protein
- histidine at pH 5 is protonated
- at pH 7 histidine is deprotonated
- important for the function of enzymes
- as we change pH we change the entire ionization state of the molecule -> affects the shape (H bonds) and its ability to participate in acid base rxn