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. Author manuscript; available in PMC: 2013 Jun 1.
Published in final edited form as: Nat Chem Biol. 2012 Oct 28;8(12):990–998. doi: 10.1038/nchembio.1096

FIGURE 3. Modeling of receptor assemblage in response to varying number of second chains.

FIGURE 3

A Matlab algorithm was used to calculate assemblage of IL-4 receptors on cell surfaces expressing only the Type-I IL-4 receptor. (a) IL-4Rα number was set to 1500. Second chain number was raised from 500 to 4500 and 2-dimensional equilibrium constant (Ka2) of IL-4Rα complexes for second chain were over a range from 0.01μm2 to 1μm2 as indicated. The ratio of assembled chains of highest (1.0 μm2) versus lowest (0.01 μm2) second chain Ka2 values was calculated for 100 and 1000 pg/ml at 500, 1500 and 4500 γc molecules per cell. (b) IL-4Rα number was set to 1500. 2-D equilibrium constant was varied from 1μm2 to 0.01μm2 and second chain number from 167 to 4500 per cell. Complexes assembled with 167 γc chains per cell at 100 and 1000 pg/ml of IL-4 or superkines at 2-D equilibrium constants of 1.0 μm2, 0.1 μm2 or 0.01 μm2 are shown. (c) Phosphorylation of STAT6 in Ramos and U937 cells in response to super-4, IL-4 and KFR in the presence of anti-γc antibody (0, 5, or 50 μg/ml). Response in the absence of anti-γc was normalized to 100% and responses in the presence of anti-γc expressed as in relation to the normalized value. Data (mean and SEM) are from three independent experiments.