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BIOPHYSICAL THEORY AND MODELING |
1 Catholic University of Brasilia
2 IBM T. J. Watson Research Center
* To whom correspondence should be addressed. E-mail: yuhai{at}us.ibm.com.
Submitted on October 3, 2006
Revised on December 1, 2006
Accepted on 18 December 2006
| Abstract |
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6 is obtained from the measured sensitivity. (2) Accurate adaptation synchronizes the kinase activities from different (uncoupled) receptor complexes in a single cell and is crucial in maintaining the high Hill coefficient in the (population averaged) kinase response curve. (3) The wide dynamic range of the high sensitivity can be explained in our model by either having a very small ratio between ligand dissociation constants of the inactive and the active receptors C=0.006, Na=6 and a (methylation level independent) dissociation constant for the inactive Tar receptor K=18.2 µM or by having K and/or Na increase with receptor methylation level together with a larger value of C>0.01. Specific experiments are suggested to distinguish these two scenarios. (4) The receptor occupancy in a wt cell should also adapt and exhibit a slow (approximately logarithmic) dependence on the ligand concentration in the adapted state, this general prediction can be tested experimentally to verify/falsify our model.
Key Words: adaptation, allosteric model, chemotaxis, dynamic range, sensitivity, sensory system
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