例句與造句

1. as is verified using the properties of the vector cross product.
2. where \ times denotes the vector cross product.
3. I have studied vector cross product in depth.
4. where ?represents the vector cross product.
5. where ?is the vector cross product.
6. It's difficult to find vector cross product in a sentence. 用vector cross product造句挺難的
7. However, many important and interesting operations are non-associative; some examples include subtraction, exponentiation and the vector cross product.
8. And just like the vector cross product, it can be defined in a coordinate independent way as the Hodge dual of the wedge product of the arguments.
9. Three-dimensional Euclidean space with multiplication given by the vector cross product is an example of a nonassociative algebra over the field of real numbers since the vector cross product is nonassociative, satisfying the Jacobi identity instead.
10. Three-dimensional Euclidean space with multiplication given by the vector cross product is an example of a nonassociative algebra over the field of real numbers since the vector cross product is nonassociative, satisfying the Jacobi identity instead.
11. One day while I was thinking about vector cross products I realized you could have a function that intakes ( n-( sgn ( n ) ) ) vectors and output a n dimensional vector perdipendicular to all the inputed vectors.
12. A key feature of this approach allowed for the components of the vector cross product ( v, xdv, / dt ) to be used as the basic autopilot rate signals a technique that became known as " cross-product steering ".
13. where " ?" indicates the vector cross product, "'p "'is the particle's linear momentum, and "'r "'is the displacement vector from the origin ( the origin is assumed to be a fixed location anywhere in space ).
14. It helps to thoroughly understand what a potential field means in general before trying to apply that mathematical concept to the somewhat pathological case of magnetism ( whose force is defined by a vector cross product and a time derivative-not difficult concepts, but enough to make the math much harder than the electrostatic potential case ! ) talk ) 16 : 44, 13 February 2010 ( UTC)
15. The vector cross product, used to define the axis angle representation, does confer an orientation ( " handedness " ) to space : in a three-dimensional vector space, the three vectors in the equation will always form a right-handed set ( or a left-handed set, depending on how the cross product is defined ), thus fixing an orientation in the vector space.
16. A key feature of this approach allowed for the components of the vector cross product ( v, xdv, / dt ) to be used as the basic autopilot rate signals-a technique that became known as " cross-product steering . " The Q-system was presented at the first Technical Symposium on Ballistic Missiles held at the Ramo-Wooldridge Corporation in Los Angeles on June 21 and 22, 1956.
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