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Estimating highlead logging performance through statistical models

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Title Estimating highlead logging performance through statistical models
Names Chamberlain, Howard Emil (creator)
Date Issued 1965-05-11 (iso8601)
Note Graduation date: 1965
Abstract The study of highlead logging operations through the use of
statistical models is investigated, and their potential use for estimating
and control of operations examined.
During the preliminary phases of the study 16 work elements
and 26 influencing variables are identified and measurement criteria
developed for each. A coding system is also developed to aid recording
the variables previously identified in a manner understandable to
an electronic computer. Based on the variables and elements to be
measured and recorded, data sheets and field procedures are developed
and tested. It was proven necessary to use a two man field
team to insure that all of the data on each turn, or cycle, was recorded
accurately.
The procedures necessary to convert the field data into computer
input are explained and illustrated with a set of data sheets and
summary sheet. The computing methods used in a stepwise regression analysis are discussed in general and its effects on selected
lists of variables for each element are shown and discussed.
Statistical models of each of the ten regular elements are
computed from data taken on 590 turns, or cycles. The resulting
models are then analyzed as to their effect on total cycle time and
their relation to the form expected by logging estimators and supervisors.
The majority of the deviations from expected form are explained
but several remain unresolved, and pose a problem for future
study.
The frequency, mean duration, and proportion of total time consumed
by the six irregular elements are computed and their relation
to usual job efficiency experienced on similar operations is examined
and found to be of the same order.
Ten statistical models for the regular elements are recombined
into gross element models to provide more convenient data for
field use. The gross element and total cycle models were recomputed
from the original field data using the variables from the appropriate
element models. The resulting gross element models are then tabularized and sample sheets included to illustrate the general procedure
for determining cycle times from the tabular data and correction factors.
The reliability of the existing models is discussed and it is
shown that it is impossible to develop statistical measures of spread or deviation from the computed regression line from the existing data.
The measures of the probability of observing and computing a model
on only a chance variation are very small, all are less than 2.5 percent.
Because of this the conclusion is drawn that causal relationships
do exist in highlead logging.
To calibrate the existing models an independent data sample is
needed. The multivariate calibration procedures necessary are identified
and a proposed computing method to reduce the size of the confidence
belt is discussed.
The study pointed out several areas for future study. They are:
1. The present element and gross element models should have
confidence limits placed on them.
2. Several of the models indicate higher than expected standard
error. These should be studied for possible improvements.
3. The range of the variables should be enlarged as soon as
possible to reflect conditions in other logging areas.
4. A cause analysis study be instituted to study machine breakdown
history and causes.
5. Development of a training manual for future investigators to
reduce the instruction time and enable them to better answer
questions from the men in the field.
6. A comparison study of the results predicted by the models
with the estimates and historical records of logging.
performance.
7. Locate or develop the necessary computer programs to allow
full computer estimation of highlead performance using
the models, topographic maps and timber cruise data.
Genre Thesis/Dissertation
Topic Lumbering -- Machinery
Identifier http://hdl.handle.net/1957/48376

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