L13 Boltzmann distribution Flashcards

1
Q

What is the boltzmann distribution?

A

It’s a probability distribution that describes the distribution of particles among different energy states at a given temperature

In simpler terms, it tells us how likely it is for a particle to have a certain amount of energy

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2
Q

What does each symbol mean p ∝ e^(-E/kT)?

A

P - probability of having an energy of PE
E - energy of the state
K - Boltzmann constant
T - temperature in kelvin

K - 1.38 x 10^-23 J/K

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3
Q

What is kBT?

A

Kinetic energy of a molecule is typically described by the boltzmann energy, where:
kB is Boltzmann constant
T is temperature in kelvin

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4
Q

What happens to the bonds when a protein-ligand complex (molecule) is immersied in water?

A

It is constantly bombarded by water molecules. These collisions can provide enough energy to disrupt weak interactions within the complex, such as hydrogen bonds or van der Waals forces

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5
Q

Explain whether, an interation is strong or weak in terms of the likelihood of a collision with water disrupting it

A

The strength of an interaction between molecules determines its susceptibility to disruption by water

Weak interactions: Hydrogen bonds, van der waals forces, hydrophobic interactions

Strong interactions: covalent bonds

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6
Q

Explain how the PE change on disrupting a number of interactions can be calculated form the PE change of disrupting each of the interaction

A

When multiple interactions contribute to the overall potential energy of a system, the total potential energy change upon disrupting all these interactions is simply the sum of the individual potential energy changes.

So add all the potential energy change

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7
Q

Explain why the folded state should always be more stable than the unfolded, if you only think of the potential energy

A

Folded state is more stable due to the formation of numerous non-covalent interactions

Lower PE

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8
Q

What does it mean to have a lower PE?

A

Lower potnetial energy state signifies a more stable configuration

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9
Q

Define macrostates and microstates in the context of protein
folding

A

A macrostate - Particular folded or unfolded state of the protein
A microstate - A specific spatial arrangement of the protein’s atoms that corresponds to the folded state

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10
Q

Explain why there are many more unfolded microstates than
folded microstates, and why this leads to protein unfolding at higher temperatures

A

At higher temperatures, the molecules in the system gain more kinetic energy. This increased energy can disrupt the stabilising interaction that hold the protein in its folded state

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11
Q

Why is it that the most likely macrostate in a given system will depend on a balance between the likelihood of the individual microstates?

A

The most likely macrostate in a given is the one that corrseponds to the higher number of microstates

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12
Q

What is the relationship between entropy and microstates?

A

A system with a larger number of possible microstates has a higher entropy. This is because there are more ways for the system to arrange itself, leading to greater disorder

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13
Q

What is the significance of ∆G being negative, zero or positive for a process?

A

Negative - Releases energy - favourable
Positive - Requires an input of energy - unfavourable
Zero - system is at equilibrium

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14
Q

Write down the equation for the equilibrium constant K for reversible reactions with 2 products and reactants

A

K = ([C]^c * [D]^d) / ([A]^a * [B]^b)

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15
Q

What is the formula for Gibbs free energy?

A

ΔG = ΔH - TΔS

ΔG: Change in Gibbs free energy
ΔH: Change in enthalpy (heat energy)
T: Temperature in Kelvin
ΔS: Change in entropy (disorder)

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16
Q

What is the relationship between the Faraday constant and the charge on an electron?

A

The Faraday constant (F) is essentially the total charge carried by one mole of electrons. It’s related to the charge of a single electron (e) through Avogadro’s number (N_A), which represents the number of particles in one mole of a substance

F = N_A * e

6.022 x 10^23