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Fig. 11 Special case of L = R , q max = π. ( a ) Pole force function. ( b ) Spindle force function, S = 0.4 R .
( c ) Spindle force function, S = 0.75 R . ( d ) Unstable symmetric equilibrium, S = 0.4 R . ( e ) Stable
asymmetric equilibrium, S = 0.4 R . ( f ) Stable symmetric equilibrium, S = 0.75 R . Reproduced from
Maly ( 2012 ) under the Creative Commons Attribution License
The domain of instability of the spindle symmetry in the three-dimensional space
of the structural parameters ( q max , S / R , L / R ) is outlined in Fig. 12 . The behavior
described in the preceding sections can be seen in its outline alongside some addi-
tional features. The boundaries of the domain show how the continuity between the
regimes characteristic of the short and long microtubules is achieved through the
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