6. Below is a Patterson map composed of identical atoms in a plane. Each contour represents the intensity of each peak. (a) how many atoms are present? (b) draw the structure of the collection of atoms in one quadrant. Use arrows to indicate each interatomic vector. (hint: CHEM 467 Winter 2016 Final Name: not all atoms have the same electron density) (c) how many contours should the origin have, and what are they due to? о Suppose that this collection of atoms were symmetrically related to similar sets of atoms via a four-fold rotational axis. Draw the arrangements of the atoms and draw the Patterson map for this complete arrangement. Calculate the number of cross peaks.

Introduction to General, Organic and Biochemistry
11th Edition
ISBN:9781285869759
Author:Frederick A. Bettelheim, William H. Brown, Mary K. Campbell, Shawn O. Farrell, Omar Torres
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Chapter2: Atoms
Section: Chapter Questions
Problem 2.60P
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6.
Below is a Patterson map composed of identical atoms in a plane. Each contour
represents the intensity of each peak. (a) how many atoms are present? (b) draw the structure
of the collection of atoms in one quadrant. Use arrows to indicate each interatomic vector. (hint:
CHEM 467 Winter 2016 Final
Name:
not all atoms have the same electron density) (c) how many contours should the origin have, and
what are they due to?
о
Suppose that this collection of atoms were symmetrically related to similar sets of atoms via a
four-fold rotational axis. Draw the arrangements of the atoms and draw the Patterson map for
this complete arrangement. Calculate the number of cross peaks.
Transcribed Image Text:6. Below is a Patterson map composed of identical atoms in a plane. Each contour represents the intensity of each peak. (a) how many atoms are present? (b) draw the structure of the collection of atoms in one quadrant. Use arrows to indicate each interatomic vector. (hint: CHEM 467 Winter 2016 Final Name: not all atoms have the same electron density) (c) how many contours should the origin have, and what are they due to? о Suppose that this collection of atoms were symmetrically related to similar sets of atoms via a four-fold rotational axis. Draw the arrangements of the atoms and draw the Patterson map for this complete arrangement. Calculate the number of cross peaks.
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