An Isodapane represents points of equal additional transport
costs around the (Weberian) minimum-total-transport-cost point; The
determination of isodapane surfaces is based on the summing of transport
costs to multiple material locations and/or markets via
intersecting isotim surfaces.
The Critical isodapane is
that isodapane (out of the family of isodapanes which signifies the
outer limit for alternative locations
(alternative to the location with minimum aggregate transport costs) in a
Weberian locational triangle or other polygon. Its specification is
dependent on the savings (labor cost, scale- or agglomeration economies)
associated with such an alternative; beyond the critical isodapane,
savings are not sufficient to compensate for the additional transport
costs.