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Figure 2 | Biology Direct

Figure 2

From: A mathematical model of bone remodeling dynamics for normal bone cell populations and myeloma bone disease

Figure 2

A single event of normal bone remodeling initiated by a momentary perturbation of the osteoclast nontrivial steady state population by an increase of 10 cell units. System of equations (1): The osteoclast population first decreases with a consequent increase in osteoblast population and a resorption of bone mass, followed by a return to steady-state levels. The blue line represents the steady-state solution. The parameters are α1 = 3.0, α2 = 4.0, β1 = 0.2, β2 = .02, g11 = .5, g22 = 0.0, g12 = 1.0, and g21 = -0.5. The nontrivial steady state with these parameters is = 1.06 and = 212.13. The initial conditions are C(0) = 11.06 and B(0) = 212.13. The bone mass parameters are k1 = .24, k2 = .0017, as in [22].

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