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To determine the number of wall logs required for a rectangular log crib using the post offset design, first calculate the perimeter of the crib based on the roadway width. For a 30-foot width, assuming the crib is rectangular, the total perimeter would be 2 times the width plus 2 times the length, which needs to be defined. Given the average tree diameter of 12 inches (1 foot), you would typically use one log per foot of perimeter; thus, if the total perimeter is known, divide it by the log length to find the number of logs needed. If the exact dimensions of the crib are provided, a more precise number can be calculated.

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2mo ago

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What is the number of 10 foot posts required to construct a rectangular log crib using the post offset design given the roadway width equals 30 feet and the average tree diameter equals 12 inches?

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How many wall logs are required to construct a rectangular log crib using the post-opposing design Given roadway width 30 feet average tree diameter 10 inches?

To construct a rectangular log crib using the post-opposing design, you need to calculate the perimeter based on the intended dimensions of the crib. For a roadway width of 30 feet, the crib's length could be determined by your specific design needs, with average tree diameter of 10 inches (0.833 feet) being used to determine the number of logs needed to span the length and width. Assuming a standard design where logs are placed end to end, you can calculate the number of logs required by dividing the total perimeter by the log length. Adjust the calculation based on the specific dimensions of the crib you wish to build.


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