rabatment造句

• The concept of rabatment can be applied to rectangles of any proportion.
• As one of many composition techniques, rabatment of the rectangle can be used to inform the positioning of elements within the rectangle.
• The process of mentally rotating the short sides onto the long ones is called " rabatment ", and often the imaginary fourth line is called " the rabatment ".
• The process of mentally rotating the short sides onto the long ones is called " rabatment ", and often the imaginary fourth line is called " the rabatment ".
• Primary image elements can be positioned within one of the two rabatment squares to define the center of interest, and secondary image elements can be placed outside of a rabatment square.
• Primary image elements can be positioned within one of the two rabatment squares to define the center of interest, and secondary image elements can be placed outside of a rabatment square.
• For rectangles with a 3 : 2 ratio ( as in 35mm film in still photography ), it happens that the rabatment lines are exactly matched to the rule of thirds lines.
• When rabatment is used with one side of a golden rectangle, and then iteratively applied to the left-over rectangle, the resulting " whirling rectangles " describe the golden spiral.
• In Western cultures that read left to right, attention is often focused inside the left-hand rabatment, or on the line it forms at the right-hand side of the image.
• "' Rabatment of the rectangle "'is a compositional technique used as an aid for the placement of objects or the division of space within a rectangular frame, or as an aid for the study of art.
• Also known as "'rebatement "'and "'rabattement "', " rabatment " means the rotation of a plane into another plane about their line of intersection, as in closing an open hinge.
• There is no hard and fast rule regarding such positioning; a composition can have a sense of dynamic unrest or a sense of equilibrium relative to important lines such as ones taken from rabatment or from the rule of thirds, or from nodal points such as the " eyes of a rectangle "  the four intersections derived from the rule of thirds.