Raftul cu initiativa Book Archive


Granddad's wonderful book of chemistry by Kurt Saxon

By Kurt Saxon

Show description

Read Online or Download Granddad's wonderful book of chemistry PDF

Similar chemistry books

Biological Chemistry of Organelle Formation

Eukaryotic cells comprise a plurality of organelles distinctive by way of their particular membranes and contents. Their biogenesis happens by means of progress and department of preexisting constructions instead of de novo. Mitochondria and chloroplasts, which seem to be descended from prokaryotic ancestors, have retained a few DNA and the biosynthetic strength for its expression.

Extra resources for Granddad's wonderful book of chemistry

Example text

Mascini, M. (2007). Analytical performances of aptamer-based sensing for thrombin detection. Anal. Chem. C. (2000). Effect of oligodeoxynucleotide thrombin aptamer on thrombin inhibition by heparin cofactor II and antithrombin. FEBS Lett. , Bode, W. (1993). A player of many parts: the spotlight falls on thrombin’s structure. Thrombosis Res. W. (1976). The measurement of thrombin in clotting blood by radioimmunoassay. J. Clin. Invest. , Curie, P. (1880). An oscillating quartz crystal mass detector.

European Biophysics Journal with Biophysics Letters 26, 261–270 13. , and Scheller, F. W. (2002) Highly sensitive detection of cocaine using a piezoelectric immunosensor. Biosensors & Bioelectronics 17, 1045–1050 14. , and Scheller, F. W. (2003) New principle of direct real-time monitoring of the interaction of cholinesterase and its inhibitors by piezolectric biosensor. Biosensors & Bioelectronics 18, 1329–1337 15. , and Skladal, P. (2001) Investigation of highly sensitive piezoelectric immunosensors for 2,4-dichlorophenoxyacetic acid.

For a simple one-to-one binding reaction such as L+A kon ¾¾¾ ® LA. ¬¾¾ ¾ koff (3) one can derive two equations from the law of mass action: – A bimolecular (second order) association equilibrium K Ass = [LA ] = kon . [L ][A ] koff (4) – Or a first-order dissociation equilibrium K Diss = [L ]× [A ] = 1 . [LA ] K Ass (5) The corresponding rate equation for the formation of the ligand–analyte complex is as follows: d [LA ] = kon [L ][A ] - koff [LA ]. dt (6) The amount of free ligand [L] can be replaced by the difference of the initial concentration of ligand [L]0 and the concentration of occupied ligand [LA].

Download PDF sample

Rated 4.06 of 5 – based on 41 votes