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Pages 167-170

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From page 167...
... THE SURFACE LINKING NUMBER We now give a formal definition of the two quantities, surface linking number SLk and winding number, for a closed DNA on a protein surface. We assume that the surface involved has the property that at each point near the axis of the DNA, there is a well-defined surface normal vector.
From page 168...
... As such, SLk has three important properties. First, if the DNA axissurface combined structure is deformed in such a way that no discontinuities in the vector field v occur in the neighborhood of the DNA axis A, and A itself is not broken, then SLk remains invariant.
From page 169...
... Winding the Double Helix 169 , / / AREA / a At ,. ~ J / FIGURE 6.9 Examples of displacement curves and SLk.
From page 170...
... By the invariant properties mentioned above, SLk remains invariant even if the round torus is deformed. Examples are shown in Figure 6.


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