Large length- and time scales Continuum description
17
Elastic on short times
18
Force balance between active and passive forces
19
Theory: Thin film of an active gel
20
Everything takes place within a thin film
21
Thin film active viscous fluid theory describes cortical flow in in zebrafish
22
Active tension gradients drives flow
23
Active tension gradients drives flow Flows drive zebrafish epiboly
24
Shear and compression in cortical flow aligns action filaments
25
Cortical flow aligns action filaments to form a cytokinesic ingression
26
The cortex generates torques of defined handedness.
27
Chiral rotating flow
28
Chirality and L/R symmetry breaking
29
In higher vertebrates,
30
The cell cortex has been implied to play a role in instances of left/right symmetry breaking
31
How does chiral flow come about?
32
Generic theory for active chiral fluids
33
Thin film active chiral fluid
34
The cortex actively generates torques of defined handedness
35
Is myosin activity responsible for active torque generation?
36
RNAi of mic-4
37
Modulating myosin activity
38
Modulating myosin activity affects chiral flow
39
Myosin activity is required for generating active torques.
40
Hypothesis: mic-4 RNAi reduces active tension and active torque proportionally
41
11 hours of mic-4 RNAi reduces active torque more than active tension
42
Weak perturbation RNAi
43
Chiral counterrotation velocity Vc
44
Weak perturbation mic-4 RNAi
45
Can we change the torque?
46
Weak perturbation RNAi of Rho signaling
47
A mild change in Rho signaling modulates active torques.
48
C. elegansahody axis establishment
49
Counterrotatory flows in ABa
50
Proposed mechanism:
51
Does the chiral skew of ABa and ABp change when we modify active torque generation?
52
Active torques execute left/right body axis establishment in C. elegans
53
Mesoscale 'active matter' properties
54
Mechanochemically pattern formation
55
Thin film active fluid with regulator
56
Pulsatory patterns in actomyosin systems are ubiquitous
57
Active pulsatory patterns daCA, I = -nozu + yu OLA = DAOZA - Ox VA
58
Pulsatory patterns with differential turnover Force balance: OxCA, I = -nozu + yu
59
Active matter and regulation
60
Entrainment tunes a mechanochemically unstable pattern to small spatial wavelengths
61
What about PAR polarization?
62
Peter Vijay Gross Krishamurthy
63
PAR proteins are transported by flow
64
Mechanochemically feedback drives PAR polarization
65
PAR polarization: Theory and Experiment
66
Spatiotemporal evolution of polarization, theory
67
Pattern Formation
68
Suggestion:
69
Fast turn-over up-regulator
70
Actomyosin regulation
Description:
Explore the intricate world of biological self-organization in this comprehensive lecture on active forces and flows that pattern organisms. Delve into the complex processes of morphogenesis, from molecular to mesoscale levels, with a focus on the actomyosin cortical layer and its role in cellular dynamics. Examine how active tension gradients drive cortical flows in various organisms, including C. elegans and zebrafish. Investigate the generation of chiral rotating flows and their implications for left-right symmetry breaking in higher vertebrates. Analyze the role of myosin activity in generating active torques and its impact on body axis establishment. Discover mechanochemical pattern formation in active fluids and explore the concept of entrainment in tuning unstable patterns. Gain insights into PAR protein polarization and its relationship to cortical flows. Throughout the lecture, encounter theoretical models and experimental evidence that illuminate the fascinating interplay between active forces, flows, and biological patterning.
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Active Forces and Flows that Pattern Organisms by Stephan Grill