N.L.Kalinin - PowerPoint PPT Presentation

1 / 10
About This Presentation
Title:

N.L.Kalinin

Description:

It is well known that protein-carbohydrate interaction is fundamental basement ... are carriers of recognition information during ontogenesis and cell interaction. ... – PowerPoint PPT presentation

Number of Views:51
Avg rating:3.0/5.0
Slides: 11
Provided by: seru
Category:

less

Transcript and Presenter's Notes

Title: N.L.Kalinin


1
N.L.Kalinin
  • Serum-ALFA Inc,
  • Russian Federation, Moscow. e-mail
    serum2002_at_mail.ru

2
Investigation of protein-carbohydrate
interactions based on thermodynamic constants of
association and dissociation.
  • It is well known that protein-carbohydrate
    interaction is fundamental basement for a
    numerous of diagnostic and biotechnological
    methods in clinical medicine and molecular
    biology. Almost of them are considering only
    structural properties (epitop) of carbohydrates
    as part of glycoproteins and glycoconjugates and
    targets for binding..
  • In our presentation we would like to suggest
    another possible way to characterize this
    phenomenon. To answer the always main question
    it is specific or nonspecific interaction?
  • Our approach is to investigate of thermodynamics
    of the binding . This is discussing in our
    presentation.
  • It was shown that each special type of protein-
    carbohydrate interaction may be characterized by
    his own thermodynamic constants of association
    and dissociation.
  • Using Biacore technique for studying of
    interactions Mannan binding protein with mannose
    and Con A with glucose the 6 (3 for each pair)
    different constants were calculated. Preliminary
    it may be concluded that these constants are
    markers for recognition step - primary
    interaction, binding step and reception.
  • For example Carbohydrates on outer cell membrane
    are carriers of recognition information during
    ontogenesis and cell interaction. Our approach
    may be useful to study in vivo such model
    biological systems as selectin, integrin and
    adhesion processes during cell differentiation
    and proliferation (immune response and tumor
    growth) as well as antigen-antibody binding,
    receptor-ligand and enzyme-substrate
    interactions by in vitro diagnostics.

3
Optiko-biophysical essence of method and typical
experimental curves.
4
Dependence of change of sensogrammy and constants
of association (Kacc) on a temperature.
5
Constants of association (K-ass) and dissociation
(K-diss) of complexes of mannans binding protein
(MBP) and agglyutinin of soy (AS)
6
Suppression of specific relating activity of
immobilization MBP mono- and disaccharide.
7
  • FIG. 1. First-order plots of the kinetics of (a)
    association and (b) dissociation for the
    interaction of concanavalin A with the
    carboxy-methyldextran coating on the biosensor
    chip. results from experiments with injected
    lectin concentrations of 1.3 and 0.04 mg/ml,
    respectively. Error bars are included to indicate
    the extent to which the curvilinearity could be a
    consequence of experimental uncertainty.

8
  • FIG. 2. First-order plots of the kinetics of (a)
    association and (b) dissociation for the
    interaction of human interleukin-6 with
    biospecific receptor covalently attached to the
    biosensor chip. , - results from experiments
    with 10 and 40 ?? interleukin, respectively. The
    broken line in b denotes the theoretical
    dependence (Eq. 4) based on analysis of a in
    terms of pseudo-first-order kinetics (Eq. f3J).

9
Evaluation of the Effective Total Concentration
of Conca-navalin ? (?d) from the Injected
Concentration (CA) and the Equilibrium BIAcore
Response (Re)
10
  • FIG. 3. Thermodynamic characterization of the
    interaction between concanavalin A and
    immobilized carboxymethyldextran on the basis of
    the equilibrium surface plasmon resonance
    responses, (a) Evaluation of the results (Table
    1) by nonlinear regression analysis in terms of
    the rectangular hyperbolic relationship for a
    bivalent solute (Eq. 8 with / 2). (b)
    Corresponding analysis by means of Eq. 12, a
    simplified form of Eq. 8 that applies when (CA
    CA) CA. Dotted lines denote the envelope of
    uncertainty associated with each characterization.
Write a Comment
User Comments (0)
About PowerShow.com