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A cross-section is a cut surface that cuts off an object. Cross-section, that is, perpendicular to the length of the object to cut the object according to the perpendicular line, the incision is the cross-section.
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Cross-section, to put it simply, is the face of an object cut horizontally, and in a box, the face parallel to each side is the cross-section.
The formula for the area of the box cross-section is: cross-sectional area s = a*b i.e. area = length x width.
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1 Defines the cross-section and associates it with a cross-section number that represents the shape of the corresponding cross-section.
2 Define the values of the geometric properties of the cross-section.
The commands listed in the following table are available in Ansys to complete, build, view, list, and manipulate cross-section libraries: See AnsysCommandsReference for a complete set of cross-section commands. Define the cross-section and associate it with the cross-section number, using the sectype command.
The following command Face No. 2 defines the cross-sectional shape (cylinder) of the number to define its own cross-section, using the subshape (a collection of shapes provided by ANSYS) mesh. To fix cross-sections with special properties such as lyy and lzz, use the sub-shape asec. Defining the geometric property values of the cross-section uses the secdata command to define the geometric values of the cross-section.
The following command assigns a cross-section to the dimensions defined with the sectype command. The csolid shape has two sizes: the radius and the number of grilles on the perimeter.
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It is to take a cucumber and cut it with a knife, and the cucumber cutting is the answer.
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The cross-section of an object after it has been dissected is a cross-section.
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is a face that intersects an axis, such as a cross-section of an axis that can be a circle or an ellipse.
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The cross-section is: the parallel and bottom surface is cut, and the exposed part is the cross-section, of course, there is also the relative longitudinal section, that is, the surface cut along the length, which is the longitudinal section.
Cross-sectional area: refers to the area of the cross-sectional area calculated by measuring the length, width and height of the cross-section.
The area of a face after a geometry is truncated by a plane is called the cross-sectional area. In short, it is the size of the contact area between the three-dimensional object and the ramen surface after being cut in one cut, so different cross-sectional methods will have different cross-sectional areas.
For example, for a cube with an edge length of 1, its cross-sectional area can be a square with an area of 1 or a rectangle with an area s of (1, 2
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Cross-section definition: The shape of the section perpendicular to the axis of the beam.
The cross-section is cut with a knife that is straight and axial, and the surface you see is the cross-section. For example: Cylinders.
The cross-section of the cone is circular, the cross-section of the cone is circular, the cross-section of the egg is the first sock oval, and so on.
Not all smooth flows have a cross-section, an obvious necessity.
Yes, the stream cannot have a singularity.
The cross-section is made by Poincaré.
introduced. Through the cross-section, it is possible to establish a connection between smooth flow and differential homomorphism discrete dynamical systems.
In general, manifolds.
The cross-section of the cr flow on m (corresponding to a vector field x) is a closed submanifold with a codimension of 1, which satisfies:
1. Intersect with x cross-section;
2. From each track of departure its future and past intersect with .
3. Each track of is intersected with .
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The cross-section is: parallel to the bottom of the cut, the exposed part is the cross-section, of course, there is also a relative longitudinal section, that is, the surface cut along the length, is the longitudinal section.
Cross-sectional area: refers to the surface extinction product of the cross-section calculated by measuring the length, width and height of the cross-section.
The area of a face after a geometry is truncated by a plane is called the cross-sectional area. In short, it is the size of the contact area between the three-dimensional object and the one-cutter surface after the three-dimensional object is cut by one cut, so different cross-sectional areas will have different cross-sectional areas.
For example, for a cube with an edge length of 1, its cross-sectional area can be a square with an area of 1 or a rectangle with an area s of (1, 2
Extended information: Not all smooth flows have cross-sections, and an obvious necessity is that the flow must not have singularities.
A cross-section is a cross-section in which an object is supposed to be cut from a certain place. Generally, the cross-section is a cross-section in the wide direction, and the longitudinal section is a cross-section in the length direction, such as a circular crutche, its cross-section is a circle, and the longitudinal section is a rectangle; A cone with a triangular longitudinal section and a circular cross-section.
When the collision produces a reaction, only a specific particle in the final state is measured, and the cross-section obtained is called a single-lift cross-section; If only two specific particles in the final state are measured, the resulting cross-section is called a double-lift cross-section; If all the particles in the final state are measured, the resulting cross-section is called a through-section cross-section.
If the type, internal motion and number of particles do not change at the time of collision, it is called elastic scattering, and the corresponding cross-section is called an elastic cross-section. Collision processes in which the type, internal motion state or number of particles change are collectively referred to as reaction processes, and the corresponding cross-section is called reactive cross-section or inelastic cross-section.
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What is the cross-section is described below:
Cross-section refers to the plane figure obtained by cutting off a geometric body (including cylinders, cones, spheres, prisms, pyramids, cuboids, cubes, etc.) with a plane.
The shape of a geometric section may be a circle, an ellipse, or a polygon, such as a trapezoid, triangle, quadrilateral, hexagonal, and so on.
The classification of geometric cross-sections is generally based on the relative position of the plane of the generated cross-section and the cross-sectional geometry. Specifically, it is classified by the relative position of the plane to the high line, axis of symmetry, or bottom surface of the cross-sectional geometry.
1.Cross-section: First, the cross-section is a cross-section; Secondly, multi-finger cross-cutting geometry.
The cross-cut crack surface has the requirement of "de-cutting" in the specified direction. It is necessary to intercept from a specific direction. Such as a cylinder, the cross-section of a cone, is generally a circle.
Another example is that the cross-section of a cuboid is generally rectangular. In practice, the cross-section of the embankment of rivers and reservoirs can generally be regarded as trapezoidal.
2.Flat section: Generally refers to a section parallel to the bottom surface of the geometry.
3.Straight section: Generally refers to a section that is perpendicular to the high line or axis of symmetry of the geometry.
4.Oblique cross-section: Generally refers to a cross-section at an angle to the high line or axis of symmetry of the geometry.
In geometry and science, a cross-section is a non-empty intersection of an entity and a plane in three-dimensional space, or an analogue in a high-dimensional space. Cutting an object into thin slices creates many parallel cross-sections. The boundary of a cross-section parallel to two of these axes in three-dimensional space, i.e. parallel to a plane determined by these axes, sometimes called a contour line; For example, if an airplane passes through a relief map of mountains parallel to the ground, the result is that the contour lines in two-dimensional space show the point elevation on the surface of the equal mountain ranges.
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Generally speaking, cross-section is an effective use of physical and mathematical calculations, and generally refers to a side area that is exposed after an object has been cut.
Accurately use clear language and communicate with others to explain it, so that the specific image and meaning of different things can be better explained.
Language is the bridge of information communication between the two sides, and the channel for the exchange of ideas and feelings between the two sides. Language occupies the most basic and important position in interpersonal communication.
As a means of expression, language can express a variety of information and colorful thoughts and feelings depending on the time, occasion, and object.
The key to speaking politely is respect and self-humility. The following must be done:
1) Honorifics Honorifics, also known as "honorifics", are words that express respect and politeness as opposed to "humility". In addition to the need for politeness, the use of honorifics can also reflect the cultural accomplishment of the individual.
1. The use of honorifics First, more formal social occasions. Second, talk to the division commander or someone of higher status or status. Third, dealing with people for the first time or meeting people you don't know very well. Fourth, official occasions such as meetings and negotiations.
2. Commonly used honorifics The word "please" that we use daily, the word "you" in the second person, the pronouns "Your Excellency", "Mrs. Zun", "Your Side", etc., and there are also some commonly used word usages, such as the first time we meet called "long admiration", the long time no see called "long absence", ask people to criticize and call "ask for advice", ask people to forgive and call "inclusive", trouble others to call "bother", ask people to do things called "please", praise people's opinions called "high opinion" and so on.
2) Humility Humility is also known as "humility", which is the opposite of "honorifics" and is a word that expresses humility and self-humility to others. Humility is the most commonly used'The usage is to humbly refer to oneself and one's relatives in front of others.
For example, calling oneself "foolish", "strict family, family kindness, family brother, sister-in-law", etc. Self-humility and respect for others are an inseparable unity.
Although humble words are not used much in everyday life, their spirit is everywhere. As long as you show your humility and earnestness in everyday language, people will naturally respect you.
3) Yayu Yayu refers to some more elegant words. Yayu is often used as a substitute for more casual and even vulgar words in formal settings and in the presence of elders and women.
The use of elegant language can reflect one's cultural literacy and personal qualities of respecting others.
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