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6 Jul 2020: action potential—which arises from nonlinear, excitabledynamics—analysis of the flashes [24] indicates a timecourse much like that of two coupled capacitors chargingand discharging on different timescales. ... exactly [24], thus enabling a global fit

24 Sep 2020: September 24, 2020. 1. What are normal stresses? In simple shear u = (γy, 0, 0), the stress tensor is.

9 Nov 2020: criterion. So, you need also to prove that ρ(D1(AD)) > 1.]. 24. ... Further, show that if one Jacobi iteration isperformed, then u3,3 = 23/24 occurs, which is the estimate of u(1/2,1/2) = 9/8.

5 Feb 2020: motor surface.22 Active rotational motion hasalso been studied for Janus motors with a coupling of electro-chemical forces to fluid flow23 or under an external field such asgravity,24 nonspherical ... dy:. (24). The integral in eqn (24) may be evaluated

8 Sep 2020: 24) and βh = 1/2, and furthersubstituting into Eq. (50) gives access to the asymptotic solution for the swimming speed as(. ... 24]. When viewed as a run-reverse motionwith rotational diffusion, a change in the reversal rate modifies the mean path length

6 Jul 2020: In a given frequency range, this motionleads to a stable forward propulsive force.24,25 An example response,called the step-out profile, is illustrated in Fig. ... Mater. 24, 811–816 (2012). 7H. Ceylan et al., “Mobile microrobots for bioengineering

11 Nov 2020: 1.5 Spin in a Magnetic Field 22. 1.5.1 Spin Precession 24. ... qg = 2n with n 2 Z (1.24). This is the famous Dirac quantisation condition.

15 Oct 2020: This, however,does not mean that its numerical modelling is easy. 13 / 24. ... 23 / 24. Stability using Fourier analysis. The Fourier analysis (for Cauchy problem) provides.

6 Jul 2020: 24). For many ions in water atroom temperature, the diffusivity is approximately Ds 109 m2 /s [33]. ... 24), we can integrate eq. (59) directly to obtainthe following result for the non-reacting model:.

11 Mar 2020: Hypergeometric function - series representation. Claim:. F (a, b; c; z) =n=0. (a)n(b)n(c)n. zn. n!,. where (x)n = x(x 1).(x n 1), (x)0=1, is the Pochhammer symbol. The series is convergent in |z| < 1. The RSP at z = 1 prohibits the series