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. 2012 Apr 30;590(Pt 18):4423–4446. doi: 10.1113/jphysiol.2012.228791

Figure 1. Compartmental model of Ca2+ cycling, based on structural organization of a ventricular myocyte.

Figure 1

A, schematic diagram of the structural organization of a ventricular myocyte. Sarcolemmal Ca2+-ATPase (PMCa), L-type Ca2+ channels (LCC), 3Na+/Ca2+ exchanger (NCX) and Ca2+ binding proteins (buffers) are expressed throughout the sarcolemma. T-Tubules run radially and flank each sarcomere. Ca2+ release channels (RyRs) are expressed in the junctional portion of the SR membrane which faces the T-tubular portion of the sarcolemma and bounds the calsequestrin (CSQN) containing J-spaces. The junctional portion of the SR membrane and corresponding T-tubular portion of the sarcolemma form the T-spaces (grey spaces enclosed by dashed boundaries). During uniform activation of all RyR, identical Ca2+ distribution can be assumed in all J-spaces and in all T-spaces. Given the structural periodicity of the myocyte, a cell average Ca2+ concentration in J-space (Caj) and T-space (Cat) can be defined. SR Ca2+-ATPase (SERCA) is expressed in the network portion of the SR membrane which encloses the N-space. M-space is separated by the network portion of the SR membrane from the N-space and contains Ca2+ sensitive contractile (troponin) and regulatory (calmodulin) proteins. ∑IK and ∑INa are sum of trans-sarcolemmal K+ and Na+ fluxes, respectively. B, compartmental model of Ca2+ cycling based on the structural organization in panel A, when synchronized activation of RyR generates a uniform Ca2+ flux (Jjt) from J-space to T-space. The transsarcolemmal Ca2+ fluxes, which include currents via LCC (ICa) and NCX (INCX), are partitioned between T-space and M-space. The effects of the contractile and regulatory proteins on Ca2+ dynamics is accounted for by buffering fluxes in the M-space (Jbf,m), T-space (Jbf,t), and J-space (Jcsqn). Ca2+ flux between M-space and N-space (Jmn) is carried by SERCA. Transfer of Ca2+ between T-space and M-space (Jtm) is proportional to the difference between Cat and Cam. Similarly, Jnj is proportional to the difference between Can and Caj. Additional symbols are defined in the text. Computer code is available on the website http://rudylab.wustl.edu/research/cell/lrd2.htm.