So mar 05 2013phi the golden section has been used by mankind for centuries in architecture its use started as perhaps early as with the egyptians in the design of the pyramids when the basic phi relationships are used to create a right triangle it forms the dimensions of the great pyramids of egypt with the geometry shown below creating an angle of 51 83 degrees the cosine of which is phi or 0 618 golden rectangle greek architecture.
Nevertheless a golden rectangle is a rectangle with proportions that are two consecutive numbers from the fibonacci sequence the golden rectangle has been said to be one of the most visually satisfying of all geometric forms golden rectangle used in architecture. In fact oct 29 2014other than the golden rectangle here are are a few of the basic tenants that architects keep in mind golden triangle connotes an isosceles triangle in which the smaller side is in golden ratio with its adjacent side golden rectangle examples in architecture.
Although golden rectangle fibonacci rectangle and architecture the or golden rectangle has been found in the natural world through human proportions and through growth patterns of golden rectangle in modern architecture. As though sep 15 2015the golden rectangle is the simplest and arguably the most useful way to visualize the golden ratio but you can also use circles and triangles in a very similar way for instance you can create an approximate golden spiral shape out of circles and those circles fit perfectly inside a system of golden rectangles golden rectangle important in architecture.
Thus may 26 2016the golden ration formula applicable in the visual art s field is seen in the golden rectangle the golden spiral that follows the fibonacci number series geometrical abstraction and the rule of thirds the list that follows explores the different golden ratio examples across a golden rectangle in art and architecture. In order that may 04 2014raphael s the school of athens provides another wonderful example of the application of the golden ratio in composition a small golden rectangle at the front and center of the painting signals the artist s express intent in the use of this proportion .
Meanwhile the floor plan area is a rectangle the length is times as long as the width of the ancient temple despite the numerous mathematical occurrence of the golden ratio in the construction of the parthenon there are no historical records of the original plan of the temple . Otherwise some twentieth century artists and architects including le corbusier and salvador dal have proportioned their works to approximate the golden ratio especially in the form of the golden rectangle in which the ratio of the longer side to the shorter is the golden ratio believing this proportion to be aesthetically pleasing .