HL Chemistry - Option B: Human Biochemistry
Enzymes
Part 1
Overview of Enzymes
Enzyme Fundamentals
Some Enzyme Terminology
More Enzyme Terminology
And More Enzyme Terminology
And Yet More Enzyme Terminology
Examples of Enzyme Cofactors
cofactor =
holoenzyme
derived from
vitamins
bound to enzyme,
cofactor =
prosthetic group
use same
cofactor
Cofactor Function
and Co-Enzymes!
Enzymes Cofactors may be Metal Ions
Metal ions are present in trace amounts (e.g. Mg+2, Ca+2, Zn+2)
Enzyme Cofactors
Coenzyme: a non-protein organic (may be a vitamin)
Example of Enzymatic Catalysis: Hydration of CO2
Substrates
Product
No wasteful by-products!
Selected Enzyme Reaction Rates
Example of Enzyme Substrate Specificity: proteolysis
Substrates
Products
Example of Enzyme Substrate Specificity: (continued)
(blood clotting enzyme)
peptide bond
Close Up of Thrombin Cleavage Site
The specificity of an enzyme is due to the precise interaction of substrate with the enzyme. This is a result of the unique three-dimensional structure of the enzyme
Enzyme Classes
Most named for substrates & for reactions, with suffix “ase”
(e.g.: ATPase breaks down ATP, ATP synthase makes ATP)
e.g. Nucleoside Monophosphate (NMP) Kinase = IEC 2.7.4.4
2 = class, 7 = phosphoryl group, 4 = phosphate acceptor,
4 = precise acceptor (NMP)
Part 2
Enzyme Kinetics
The Enzyme-Substrate Complex
Evidence Supporting ES Complex Formation:
2. X-ray crystallography has provided high resolution images of substrates and substrate analogs bound to the active sites of many enzymes
3. Spectroscopic characteristics of many enzymes and substrates change on formation of an ES complex
The Active Site of an Enzyme
cofactors if any)
2. It contains the residues that directly participate in the making &
breaking of bonds (these residues are called catalytic groups)
promotes the formation of the transition state
4. The active site is the region that most directly lowers the Free Energy (ΔG‡) of the reaction - resulting in rate enhancement of the reaction
Common Features of Active Sites
Enzymes differ widely in, structure, specificity, & mode of catalysis, yet, active site have common features:
2. The active site takes up a relatively small part of the total volume of an enzyme. Why are enzymes so big? Answer: Scaffolding, regulatory sites, interaction sites for other proteins, & channels
3. Active sites are clefts or crevices – they exclude H2O
4. Substrates are bound to enzymes by multiple weak attractions such as electrostatic interactions, hydrogen bonds, Van der Waals forces, & hydrophobic interactions
5. The specificity of binding depends on the precisely defined arrangement of atoms at the active site
Active Sites are Composed of Distant Residues
The Enzyme – Substrate Complex Is Usually Stabilized by Hydrogen-Bonds
EXAMPLE:
Ribonuclease
(cleaves RNA)
Lock-and-Key (ES) Model
This model assumes that a unique substrate binds to the active site. Thus, there must be a 1:1 ratio between substrates and enzymes. This is in fact not true, since there are many more substrates than enzymes. Therefore this model is not currently favored by most biochemists.
Induced Fit (ES) Model
In this model, the active site can change shape slightly to accommodate substrates with similar shapes and charges. This model is favored by most biochemists.
Comparison of Lock & Key vs. Induced Fit Models
Diagrammatic representation of the two (ES) binding theories illustrates how the Lock & Key Theory (a) yields a 1:1 ratio of substrate to enzyme, whereas the Induced Fit Model (b) suggests the enzyme can accommodate several types of substrates.
Enzyme - Catalyzed Reactions: maximal velocity
Under initial conditions the plot is linear and first order (or pseudo-first order). After the product concentration starts to build up, the reverse reaction becomes more important and the reaction velocity asymptotically approaches the maximal velocity (Vmax).
Rate = k[enzyme]1
(when [enzyme] << [substrate])
Vmax
Michaelis-Menten Kinetics
V0 = Vmax x [S]/([S] + Km)
Michaelis – Menten Equation
V0 = moles of product formed per sec. when [P] is low (close to zero time); V0 varies with [S]
E + S ⇔ ES ⇒ E + P
Michaelis-Menten Model
Km = [S] when V0 = Vmax/2
Km is the “Michaelis Constant”
It is a function of the kinetic rate constants
Initial velocity V0 (when [P] is low)
(Ignore the back reaction!)
Steady-State & Pre-Steady-State Conditions
At equilibrium, there is no net change of [S] & [P] or [ES] & [E]
At pre-steady-state,
[P] is low (close to zero
time), thus, use V0 for
initial reaction velocity
At pre-steady state, we ignore the back reactions
Michaelis-Menten Kinetics
Enzyme kinetics based on the Michaelis-Menten Graph:
At a fixed concentration of enzyme, V0 is almost linearly proportional to [S] when [S] is small, but is nearly independent of [S] when [S] is large.
Proposed Model: E + S ⇔ ES ⇒ E + P
ES complex is a necessary intermediate!
k2
Start with: V0 = k3[ES], and derive, V0 = Vmax x[S]/([S] + Km)
This equation accounts for graphical data
At low [S]: ([S] < Km), V0 = (Vmax/Km)[S]
At high [S]: ([S] > Km), V0 = Vmax
When [S] = Km: V0 = Vmax/2
Thus, Km = substrate concentration at which the reaction rate (V0) is half max
k1
k3
Range of Km values
Km provides approximation of [S] in vivo for many enzymes
Lineweaver-Burk plot (double-reciprocal)
V0 = Vmax x [S]/([S] + Km)
Michaelis – Menten Equation
1/V = (Km /Vmax x 1/[S]) + 1/ Vmax )
Lineweaver-Burk Plot (double-reciprocal)
1/V = (Km /Vmax x 1/[S]) + 1/ Vmax )
Allosteric Modulation
Allosteric Enzyme Kinetics
and multiple active sites
Enzyme Inhibition – Competitive vs. Noncompetitive
Kinetics of Competitive Inhibition
inhibition
← Ki = dissociation constant for inhibitor
Competitive Inhibitor Lineweaver-Burk Plot
Vmax is unaltered, but Km is increased!
Kinetics of Non-Competitive Inhibition
Unlike competitive inhibition, increasing [S] can not
overcome inhibition in the non-competitive case
Non- Competitive Inhibitor Lineweaver-Burk Plot
Km is unaltered, but Vmax is decreased!
Part 3
A Few Enzyme Applications
Vitamins as Enzymes
Vitamins can either be water soluble or fat soluble
Vitamins: Water-Soluble
Vitamins: Fat-Soluble
Structures of Some Water-Soluble Vitamins
A few facts:
Structure of Some Fat-Soluble Vitamins
Enzyme Denaturation
Denaturation of an Enzyme with pH or Temperature
Enzymes – Effect of pH on Activity
Enzymes – Effect of Temperature on Activity
Other Enzyme Denaturants
Enzymes in Biotechnology
More Biotechnology Examples