Colored Figures

Titel

Bifurcation Diagrams (blue: stable, green: unstable, red: bifurcation point)
Example 1.7	Lorenz Equation (pages 23-26, 85-92, Fig.2.35) pdf jpg gif
Example 2.14	CSTR (pages 97-99, Fig.2.43) pdf jpg gif
Example 3.8	Voltage Collapse (pages 159-161, Fig.3.26) pdf jpg gif
Example 6.1	Brusselator (pages 264-266, Fig. 6.1) pdf jpg
Example 6.2	Duffing Eq.(pages 266-271, Fig. 6.2) pdf jpg
Example 6.2	(detail) pdf jpg
Example 6.4	superconductivity (pages 280-284, Fig. 6.10) pdf jpg
Example 6.6	buckling of a rod (pages 286-287, Fig. 6.12) pdf jpg
Example 7.6	two coupled Brusselators (pages 318-321, Fig. 7.13) pdf jpg
Example 7.8	Isothermic Reaction (pages 325-326, Fig. 7.17) pdf jpg gif
Example 7.15	Autocatalytic Reaction (pages 342-344) pdf jpg gif

CSTR stirred tank reactor (Example 2.14, page 97)
Figure 1.3	y_1(t) for parameter growing from 0.1 to 0.3 pdf jpg gif
Figure 2.43	bifurcation diagram pdf jpg gif

Lorenz Equation (Example 1.7, page 23, page 85)
Figure 1.15	phase space, local dynamics at (0,0,0) pdf jpg gif
Figure 1.16	phase space, local dynamics at the nontrivial equilibrium pdf jpg gif
Figure 1.17	phase space, numerical simulation, with points hitting the plane z=29 pdf jpg gif
	same, another view pdf gif
	same, planar view pdf gif
Figure 2.35	bifurcation diagram (detail) pdf jpg gif

Voltage Collapse (Example 3.8, page 159)
Figure 3.27	phase plane, parameter=2.5588 pdf jpg gif
Figure 3.27	phase plane, parameter=2.5665 pdf jpg gif
Figure 3.28	V(t), voltage collapse, parameter grows pdf gif
Figure 3.26	bifurcation diagram pdf jpg gif

Autocatalytic reaction (Example 7.15, page 342)
Figure 2.25	stable solutions close to Hopf bifurcation (b&w) pdf gif
Figure	the same as colored surface pdf jpg gif
Figure	bifurcation diagram (detail) pdf jpg gif

Isothermic Reaction (Example 7.8, page 325)
Figure 1.5	y_1(t) for parameter=11. pdf jpg gif
Figure 1.5	y_1(t) for parameter=10.55 pdf jpg gif
Figure 1.5	y_1(t) for parameter=10.11 pdf jpg gif
Figure 1.5	y_1(t) for parameter=9.9 pdf jpg gif
Figure 7.17	bifurcation diagram (detail) pdf jpg gif
Figure	bifurcation landscape pdf gif

Hodgkin-Huxley Nerve Model (Section 3.4.1, pages 138-141)
Figure 3.15	phase plane pdf jpg gif

Numerical Integration of Van der Pol Eq. (Section 1.5.2, pages 43, 44)
(green curve: the limit cycle)
Figure 1.21	explicit Euler scheme for step length 0.1 pdf jpg gif
Figure 1.21	explicit Euler scheme for step length 0.2 pdf jpg gif
Figure 1.22	explicit (red) and implicit (blue) Euler for step length 0.2 pdf jpg gif
Figure 1.22	explicit and implicit Euler for step length 0.02 pdf jpg gif

August 2020
seydel "at" math.uni-koeln.de