Template:InheritSegmentTable: Difference between revisions
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The element {{RS:Tag|segmentTable|{{{parent|FIXME}}}}} provides a flexible mechanism for description of segments of arbitrary curves y = ''f''(x) in | The element {{RS:Tag|segmentTable|{{{parent|FIXME}}}}} provides a flexible mechanism for description of segments of arbitrary curves y = ''f''(x) in {{rml}}. In contrast to the {{RS:Tag|valueTable|{{{parent|FIXME}}}}} not particular points of the curve are defined but segments of a function representing the curve. The function used for modelling these curves is a polynomial expression of various order. Thus each line within this table has to be used as a recipe to build up the polynomial. | ||
The table consist of the informative details of name and unit of each coordinate within the related attributes of the element {{RS:Tag|segmentTable|{{{parent|FIXME}}}}}. The {{RS:Tag|columnHeader}} takes the exponent values needed for the polynomial. The corresponding values in the {{RS:Tag|valueLine}} represent the coefficients to be multiplied with. For a particular x-value the resulting P(x) can be calculated by this formula. | The table consist of the informative details of name and unit of each coordinate within the related attributes of the element {{RS:Tag|segmentTable|{{{parent|FIXME}}}}}. The {{RS:Tag|columnHeader}} takes the exponent values needed for the polynomial. The corresponding values in the {{RS:Tag|valueLine}} represent the coefficients to be multiplied with. For a particular x-value the resulting P(x) can be calculated by this formula. | ||
Latest revision as of 22:04, 22 January 2024
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