References and Footnotes
- Amott , S. and Seising , E. 1974 . J. Mol. Biol. , 88 : 509 – 521 .
- Amott , S. and Bond , P. J. 1973 . Nature New Biol. , 244 : 99 – 101 .
- Amott , S. and Bond , P. J. 1973 . Science , 181 : 68 – 69 .
- O'Connor , T. and Bina , M. 1984 . J. Biomol. Struct. Dyn. , 2 : 615 – 625 .
- Howard , F. B. , Miles , H. T. , Liu , K. , Frazier , J. , Raghunathan , G. and Sasisekharan , V. 1992 . Biochemistry , 31 : 10671 – 10677 .
- Liquier , J. , Coffinier , P. , Firon , M. and Taillandier , E. 1991 . J. Biomol. Struct. Dyn. , 9 : 437 – 445 .
- Millane , R. P. and Arnott , S. 1985 . J. Macromol. Sci-Phys. , 24 : 193 – 227 .
- Chandrasekaran , R. , Giacometti , A. and Arnott , S. 2000 . J. Biomol. Struct. Dyn. , 17 : 1011 – 1022 .
- Chandrasekaran , R. , Giacometti , A. and Arnott , S. 2000 . J. Biomol. Struct. Dyn. , 17 : 1023 – 1034 .
- IUPAC-IUB Joint Commission on Biochemical Nomenclature . 1983 . Eur. J. Biochem. , 131 : 9 – 15 .
- Smith , P. J.C. and Arnott , S. 1978 . Acta Crystallogr. , A34 : 3 – 11 .
- Chandrasekaran , R. and Radha , A. 1992 . J. Biomol. Struct. Dyn. , 10 : 153 – 168 .
- Hamilton , W. C. 1965 . Acta Crystallogr. , 18 : 502 – 510 .
- Chandrasekaran , R. , Radha , A. and Park , H.-S. 1997 . J. Biomol. Struct. Dyn. , 15 : 285 – 305 .
- Neidle , S. and Berman , H. 1983 . Prog. Biophys. Mol. Biol. , 41 : 43 – 66 .
- Lipanov , A. , Kopka , M. L. , Kaczaor-Grzeskowiak , M. , Quintana , J. and Dickerson , R. E. 1993 . Biochemistry , 32 : 1373 – 1389 .
- Chandrasekaran , R. and Arnott , S. 1989 . Landolt-Börnstein Numerical Data and Functional Relationships in Science and Technology Edited by: Saenger , W. Vol. VII/1b , 31170 Springer Verlag . Vol
- Leslie , A. G.W. , Arnott , S. , Chandrasekaran , R. and Ratliff , R. L. 1980 . J. Mol. Biol. , 143 : 49 – 72 .
- In this procedure, 1/L = . 2π sin θ (cos2θ cos2β—(cos σ—sin sin θsin β)2)1/2 p = (1 + cos22θ)/2 where θ is the Bragg angle, β is the fiber tilt, and tan σ = R/Z, R and Z being the radial and ver tical distances in reciprocal space for the point at which the intensity is measured
- f,w(ρ) is given by f(ρ) -νg exp(-πν2/3ρ2) where f is the normal scattering factor, *ρ = (R2 + Z2)1/2, and ν is the excluded volume of the atom. Corresponding to its van der Waals radius of 2.0Å, the electron density g of water is 0.2984 e/Å3