Myosin flux through the 4-pathway network contrasting 3 phases of muscle contraction in the beating heart. por Thomas P. Burghardt (356353)

Assuntos: “…GFP emission reports time-resolved myosin lever-arm orientation…”

Myosin flux through the 4-pathway network in a zebrafish embryo beating heart. por Thomas P. Burghardt (356353)

Assuntos: “…GFP emission reports time-resolved myosin lever-arm orientation…”

The fiber frame xz plane in Fig 1 lies in the microscope focal plane and in the lab frame as shown. por Thomas P. Burghardt (356353)

Assuntos: “…GFP emission reports time-resolved myosin lever-arm orientation…”

The Sypro Ruby stained and immunoblotted SDS-PAGE gels. por Thomas P. Burghardt (356353)

Assuntos: “…GFP emission reports time-resolved myosin lever-arm orientation…”

The coordination of the GFP moiety (green) and its emission dipole moment (red arrow) with myosin S1 consisting of a heavy chain (blue and black), ELC (silver), and RLC (red). por Thomas P. Burghardt (356353)

Assuntos: “…GFP emission reports time-resolved myosin lever-arm orientation…”

Organic Triplet Excited States of Gold(I) Complexes with Oligo(<i>o</i>- or <i>m</i>-phenyleneethynylene) Ligands: Conjunction of Steady-State and Time-Resolved Spectroscopic Studi... por Wei Lu (3580)

“…Extensive spectroscopic measurements have been performed by applying combined methods of femtosecond transient absorption (fs-TA), fs time-resolved fluorescence (fs-TRF), and nanosecond time-resolved emission (ns-TRE) coupled with steady-state absorption and emission spectroscopy at both ambient and low (77 K) temperatures to directly probe the temporal evolution of the excited states and to determine the dynamics and spectral signatures for the involved singlet (S₁) and triplet (T₁) excited states. …”

The structure of all possible conflicts between three groups (<i>D</i> and <i>A</i> are defense and attack groups). por Sergio Rinaldi (12197491)

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A military chaotic stalemate for a conflict of type (5) in Fig 13. por Sergio Rinaldi (12197491)

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Example of a bifurcation diagram of a <i>A—A</i> conflict. por Sergio Rinaldi (12197491)

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The loss <i>l</i>_<i>ij</i> inflicted to group j by one unit of the group i of its enemies when the group j is not easily detectable because hidden in a civil population. por Sergio Rinaldi (12197491)

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Example of a bifurcation diagram of a <i>D—A</i> conflict. por Sergio Rinaldi (12197491)

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The structure of the three possible conflicts between two groups (<i>D</i> and <i>A</i> are defense and attack groups, respectively). por Sergio Rinaldi (12197491)

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Four different sets of <i>D—A</i> conflicts (see text for their meanings). por Sergio Rinaldi (12197491)

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Fig 18 - por Sergio Rinaldi (12197491)

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The modified model when an exogenous stress <i>w</i>(<i>t</i>) is influencing the conflict. por Sergio Rinaldi (12197491)

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The influence of undetectability of the <i>A</i> group on the stalemate of a <i>D—A</i> conflict. por Sergio Rinaldi (12197491)

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Time evolution of the losses in the conflict described in Fig 14. por Sergio Rinaldi (12197491)

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Sets of <i>D—D</i> conflicts (shaded regions) where the victory of the first group is guaranteed. por Sergio Rinaldi (12197491)

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Sets of <i>D—A</i> conflicts (shaded regions) where a periodic stalemate is the only possible outcome. por Sergio Rinaldi (12197491)

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An example of periodic stalemate in a <i>D—A</i> conflict. por Sergio Rinaldi (12197491)

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