Place a point (or curve) in the design and let a property of every element (size, rotation, opening) be a function of its distance from that point.
r(panel) = r_min + (r_max − r_min) · d ⁄ d_max
Govern the height and density of every block by a continuous field that rises towards the main axis and the centres, so that the skyline is a smooth landscape rather than a set of isolated peaks.
The field is the same kind of rule as the attractor of a parametric façade (The attractor), applied to a city: each block reads its height and type from its position. Landmark towers and the cultural building mark the peaks of the field rather than breaking it.
Place a point (or curve) in the design and let a property of every element (size, rotation, opening) be a function of its distance from that point.
r(panel) = r_min + (r_max − r_min) · d ⁄ d_max
Take the lines of the roads that arrive at the site from its surroundings and bundle them into a grid that bends and swells to meet them, instead of imposing a rigid orthogonal grid.
Make the building types a continuum governed by parameters: let the perimeter block morph by gradual steps into a block with a tower, and into towers alone, so that neighbouring blocks differ by degree, never by collage.
Cite this page Chris Paton, “Heights set by a field”, The Textbook of Architecture, https://textbookofarchitecture.com/rule/kartal-height-field. Text, drawings and models licensed under CC BY-NC 4.0.