## Abstract

Statistical orientation fluctuations are calculated with two alternative assumptions: the rotational frequency remains constant as the shape orientation fluctuates; and, the average angular momentum remains constant as the shape orientation fluctuates. (author). 2 refs., 3 figs.

## Citation Formats

Goodman, A L.
Statistical orientation fluctuations: constant angular momentum versus constant rotational frequency constraints.
Canada: N. p.,
1992.
Web.

Goodman, A L.
Statistical orientation fluctuations: constant angular momentum versus constant rotational frequency constraints.
Canada.

Goodman, A L.
1992.
"Statistical orientation fluctuations: constant angular momentum versus constant rotational frequency constraints."
Canada.

@misc{etde_520562,

title = {Statistical orientation fluctuations: constant angular momentum versus constant rotational frequency constraints}

author = {Goodman, A L}

abstractNote = {Statistical orientation fluctuations are calculated with two alternative assumptions: the rotational frequency remains constant as the shape orientation fluctuates; and, the average angular momentum remains constant as the shape orientation fluctuates. (author). 2 refs., 3 figs.}

place = {Canada}

year = {1992}

month = {Aug}

}

title = {Statistical orientation fluctuations: constant angular momentum versus constant rotational frequency constraints}

author = {Goodman, A L}

abstractNote = {Statistical orientation fluctuations are calculated with two alternative assumptions: the rotational frequency remains constant as the shape orientation fluctuates; and, the average angular momentum remains constant as the shape orientation fluctuates. (author). 2 refs., 3 figs.}

place = {Canada}

year = {1992}

month = {Aug}

}