How to calculate the force perpendicular to the inclined plane
I'd like to know your current identity: junior high school? Because this kind of problem is really simple
1. The resultant force of friction and supporting force is exactly the same as that of gravity: collinear + reverse + magnitude
2. As long as you think the friction can be large enough (actually impossible), unless 90 °, Otherwise, the balance of the three forces can be achieved
3. There must be something wrong with your stress analysis. Gravity is vertical and downward; The supporting force is perpendicular to the inclined plane and points from the inclined plane to the center of mass of the object; The friction is parallel to the inclined plane and upward
4. The component of gravity along the slope is GSIN θ, The component of gravity perpendicular to the slope is GCOS θ You're wrong
5. Equilibrium is vector, not scalar F + F = GCOS θ+ Gsin θ
equilibrium along an inclined plane: component of gravity GSIN θ, Friction GSIN θ Equilibrium perpendicular to the inclined plane: component of gravity GCOS θ, Support GCOS θ In the opposite direction)
for reference only. Used to be anonymous.
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if you just bought it and the price is more than 150, I suggest you give it back. You can buy HD5750 for about 180 yuan. Its performance is much better than this one
after installation, please unplug the cable on the graphics card and connect it directly to the 6pin power cable. If there is no 6pin cable in the original power supply, you'd better not use this kind of graphics card that needs external power supply, unless you don't mind the power boom.
it has ultra-high 1137mhz core frequency
rate and directcu direct touch cooling technology support, high performance, good cooling, and the media said this is the high-end card
representative!
This is the GPU core of n-card, but it is by no means the core of gtx660ti. There is no architecture number on it. It must be an old card of gt400series
this proct is the GPU core of gtx660ti Public Edition. You can compare it