The conjecture made in Tsinober and Levich (1983) was that coherent structures should possess a significant coherent helicity.
Source: wiktionary
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7 total sentences available.
The conjecture made in Tsinober and Levich (1983) was that coherent structures should possess a significant coherent helicity.
Source: wiktionary
The helicity associated with the writhing number is obtained by observing that a torus with twist number ±1 may be distorted into a figure-8 configuration which appears untwisted.[…]Note that at each step the total helicity, consisting of the sum of twist, kink, and link helicities, is conserved.
Source: wiktionary
Thus the total helicity H equals the sum of the entries in a matrix Hᵢⱼ. If N is large then there will be many more mutual helicity terms. In this case ignoring the self helicities (if they are difficult to observe) may only give a small error.
Source: wiktionary
Now conservation of helicity is maintained: the writhe of the loops in the second panel is compensated for by the opposite sign of the twist helicity along the loops.
Source: wiktionary
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