“Can the lessons of European squares be translated
into metrics?”
Pete Pointer
Metrics will evolve from the measurement, comparison, and
evaluation of many existing conditions when a consistent method of calculation is
adopted. In my opinion, measurement must take the two and three-dimensional
characteristics of any study area into account. I suggest that we look beneath
appearance to begin with, and measure a project area in acres that includes the
buildings surrounding the space. The entire set of measurements would include:
Total project area in sq. ft. and acres: TPA
Total building cover in sq. ft. and acres: BCA
Gross building area in sq. ft. and acres: GBA
Social pavement area in sq. ft. and acres: SOPA
Service pavement area in sq. ft. and acres: SEPA
Unpaved social open space in sq. ft. and acres: UPA
NOTE: In order to find gross building area around the
piazza, all buildings would first be converted to building mass. (Mass is an
imaginary envelope that encompasses all architectural detail.) Mass would be
divided into horizontal slices at 12 foot or 3.658 meter vertical intervals.
The area in each of these slices would be added to find gross building area.
This includes the campanile.
The following calculations would be based on the previous
measurements (SF=sq. ft.; AC=acres):
Shelter capacity SFAC = GBASF / TPAC
Shelter capacity percentage SFAC% = GBAC / TPAC
Impervious cover percentage IMP% = (BCAC + SOPAC + SEPAC)
/ TPAC
Intensity% = (GBAC + SEPAC) / TPAC
The intensity percentage suggested above is a simplified
version of the universal intensity calculation I have suggested in my book. The
formula for this intensity index is:
INT = SFAC * IMP% / 10,000
The equation says that the shelter intensity present in a
project area, and imposed on a surrounding area, is equal to the shelter
capacity in the project area times the impervious pavement percentage planned
or present divided by 10,000. The use of 10,000 is introduced to make the
universe of intensity options manageable and presentable in a single table of
relative intensity. This table is included as Table 1.
Walter M. Hosack, March, 2018
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