Characteristic Function of the Distribution of the Square Radius of Gyration of a Star Type Macromolecule

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概要

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• The Fourier transform of the distribution function characterizing the square radiusof gyration of a uniform star molecule of functionality f is represented by the Feynmanpath integral and is exactly evaluated by the well-known method in the path integral.The characteristic function derived has the simple form: ""=(sin,( "'(Cos,v) '<r-n>tnwhere x' =2aipL/df a the length of a segment, L the contour length of a sub-chain, p the Fourier transforrn parameter, d the space dimensionality, and /=( ]) 1 /2 R,

• 1977-08-15

著者

• Minato Takao

  Department Of Pure And Applied Sciences College Of General Education University Of Tokyo

関連論文

• On the Distribution Function of the Square Radius of Gyration of a Ring Chain
• On the Exact Shape of the Distribution Function of the Quasi Radius of Gyration with S^2 Fixed
• Characteristic Function of the Distribution of the Square Radius of Gyration of a Star Type Macromolecule

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