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Ligand binding Cyanide binding to the respiratory enzyme- cytochrome c oxidase What we know, cyanide is a potent poison of respiration CN inhibition to.

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Presentation on theme: "Ligand binding Cyanide binding to the respiratory enzyme- cytochrome c oxidase What we know, cyanide is a potent poison of respiration CN inhibition to."— Presentation transcript:

1 Ligand binding Cyanide binding to the respiratory enzyme- cytochrome c oxidase What we know, cyanide is a potent poison of respiration CN inhibition to respiring mitochondria is instantaneous Blocks electron transfer to O2 [O2] Time (min) M S CN

2 Cyanide reaction with cytochrome c oxidase
Wavelength (nm) 1 0.5 A 430 nm Time (m) +CN ACN=εCNcCNl A=εcl E-CN E

3 Time-resolved spectroscopy
0.4 0.2 -0.2 -0.4 ΔA Wavelength (nm) Time (m) 1000 700 400 100 1 Isosbestic points E + CN E-CN 3) Reactivity of the enzyme in vitro is different from enzyme in vivo 4) Oxidized enzyme exists in multiple states

4 Ligand binding-equilibrium case
[ligand] (mM) KD= .011 mM ΔA = .105

5 Emission spectroscopy
Fluorescence occurs when molecules emit light as they return to The ground state following absorption E r hv excitation fluorescence I Wavelength (energy) excitation fluorescence non-fluorescent relaxation

6 The timescales of fluorescence
Excitation from ground state to excited state ~ s Vibrational relaxation within excited state ~10-12 s Spontaneous emission s Photochemistry – reactions from the excited state Phosphorescence (ms to minutes) Non-radiative relaxation to ground state Other processes

7 Fluorescence measurables
Excitation spectra (λmax,ex) Emission spectra (λmax,em) Intensity (Quantum yield) Lifetime Polarization

8 Lifetime, quantum yield and fluorescence intensity
Radiative decay to the ground state is a first order process and lifetime is the inverse of decay rate, τF = 1/kF There are other processes (non-radiative) that lead to depopulation of the excited state, k = kF + ∑ki (overall lifetime τ=1/k) The quantum yield (ΦF)is the fraction of molecules that return to the ground state via a fluorescence pathway, ΦF = kF / (kF + ∑ki) = τ / τF where τ is the observed lifetime of the overall process Fluorescence intensity (F) will then depend on the initial population of the excited state (IA) and the quantum yield, F = IA ΦF E r hv excitation fluorescence

9 Some Intrinsic Fluorophores
NA bases λex,max(nm) λem,max(nm) ΦF τF (ns) Adenine x Guanine x Cytosine x Uracil x Protein residues Trp Tyr Phe

10 Extrinsic Fluorescent probes
Probe Use λex,max(nm) λem,max(nm) ΦF τF (ns) Dansyl chloride covalent adduct via lys, cys 1,5-I-AEDANS “ “ Fluorescein lys isothiocyanate (FITC) 8-Anilino non-covalent naphthalene protein binding sulfonate (ANS) Ethidium non-covalent ~ bromide nucleic acid complex

11 Some structures 1,5-I-AEDANS Dansyl chloride Fluorescein isothiocyante
5-(dimethylamino)naphthalene -1-sulfonyl chloride 5-[2-[(2-iodoacetyl)amino]ethylamino] naphthalene-1-sulfonic acid Fluorescein isothiocyante ANS Ethidium bromide

12 Another family of probes
The “fluorescent proteins” – Green fluorescent protein or GFP -S65-Y66-G67- O2 “fused” chromophore λex,max(nm) λem,max(nm) T>30oC 398 nm H+ 508 nm

13 Formation of the GFP fluorophore

14 Let’s build a fluorimeter
Light source sample detector filter slit

15 Scanning excitation and emission spectra
Light source sample detector monochromators Excitation (absorbance) and emission Spectra λmax,ex – excitation maximum λmax,em – emission maximum

16 Scanning excitation and emission spectra

17 Fluorescence intensity and concentration
expected As the concentration increases the signal strength does not increase proportionately Inner filter effect I observed Correction factor= antilog Aex + Aem 2 Aex + Aem < 0.1 A Concentration (α A) Beware of changes to Aex + Aem


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