2017
DOI: 10.1016/j.bpj.2016.11.005
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Force Responses and Sarcomere Dynamics of Cardiac Myofibrils Induced by Rapid Changes in [Pi]

Abstract: The second phase of the biphasic force decay upon release of phosphate from caged phosphate was previously interpreted as a signature of kinetics of the force-generating step in the cross-bridge cycle. To test this hypothesis without using caged compounds, force responses and individual sarcomere dynamics upon rapid increases or decreases in concentration of inorganic phosphate [P i ] were investigated in calcium-activated cardiac myofibrils. Rapid increases in [P i ] induced a biphasic force decay with an in… Show more

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Cited by 23 publications
(58 citation statements)
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“…The arrow marks the duration of phase 1 (t +Pi(1) = 57 msec) obtained by fitting the black transient with the biphasic function used in (Stehle et al 2002a;Stehle 2017). The similar slopes of the normalized force changes before t +Pi(1) illustrate the symmetry of k +Pi(1) and k −Pi and similarity with k TR (for more data, see (Stehle 2017) and Fig. 3c).…”
Section: Refinement Of the Force-generating Mechanism Coupled To P I mentioning
confidence: 82%
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“…The arrow marks the duration of phase 1 (t +Pi(1) = 57 msec) obtained by fitting the black transient with the biphasic function used in (Stehle et al 2002a;Stehle 2017). The similar slopes of the normalized force changes before t +Pi(1) illustrate the symmetry of k +Pi(1) and k −Pi and similarity with k TR (for more data, see (Stehle 2017) and Fig. 3c).…”
Section: Refinement Of the Force-generating Mechanism Coupled To P I mentioning
confidence: 82%
“…In cardiac myofibrils, there is initial symmetry during upon the [P i ] change (best seen by the magnification of the initial part in the inlet), turning to asymmetry at the time of the transition from the first, minor force decay to the second, major force decay upon increase of [P i ] (black lined transient). The arrow marks the duration of phase 1 (t +Pi(1) = 57 msec) obtained by fitting the black transient with the biphasic function used in (Stehle et al 2002a;Stehle 2017). The similar slopes of the normalized force changes before t +Pi(1) illustrate the symmetry of k +Pi(1) and k −Pi and similarity with k TR (for more data, see (Stehle 2017) and Fig.…”
Section: Refinement Of the Force-generating Mechanism Coupled To P I mentioning
confidence: 84%
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