linear size造句
例句與造句
- An angular size illusion may be accompanied by ( or cause ) a linear size illusion at the same time.
- Notice that in everyday conversations " looks larger " often refers to an angular size comparison rather than a linear size comparison.
- Also, a cube has the largest volume among cuboids with the same total linear size ( length + width + height ).
- Angular size illusions are contrasted with linear size illusions, in which two objects that are the same physical size do not appear so.
- For a viewed object, " S2 " thus is its perceived linear size in meters, ( or apparent linear size ).
- It's difficult to find linear size in a sentence. 用linear size造句挺難的
- For a viewed object, " S2 " thus is its perceived linear size in meters, ( or apparent linear size ).
- The volume of the sack is proportional to the cube of the linear size of the pieces, so the remaining problem depends on shape only.
- Planar graphs that can be partitioned into nested cycles, and planar graphs of bounded pathwidth, have universal point sets of nearly-linear size.
- They can describe and explain only a linear size illusion, which is why they do not properly describe or explain the illusions that most people experience.
- Notice that humans experience both the linear size and the angular size comparisons at the same time, along with the distance comparison ( Joynson, 1949 ).
- That is, the reason the lower one looks a larger linear size on the page is because it looks a larger angular size than the upper one.
- Following Intel's products, each technology node reduces linear size by about 0.7 ( and area is 0.7x0.7 = 0.49 ).
- The scientific principle is that apparent linear size is inversely proportional to distance; the area factor is the square of the linear factor, and the volume factor is the cube.
- It is in NP; the certificate is a sequence of moves, which is at most linear size, so it remains to show the problem is NP-hard as well.
- The diagram on the right shows an observer's eye looking at a frontal extent ( the vertical arrow ) that has a linear size S, located in the distance D from point O.
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