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Triangulation is a technique or a method that uses the shape of a triangle on structures that require a lot of strength to serve its purpose, this is why it is popular for building structures from large to small, permanent to temporary. A triangular form is one of the strongest shapes known to man, triangulation of material adds strength by reducing lateral movement.
Triangulation is a technique or a method that uses the shape of a triangle on structures that require a lot of strength to serve its purpose, this is why it is popular for building structures from large to small, permanent to temporary. A triangular form is one of the strongest shapes known to man, triangulation of material adds strength by reducing lateral movement.
the Eiffel tower
Jasper S. Bilby has written: 'Reconnaissance and signal building' -- subject(s): Triangulation 'Bilby steel tower for triangulation' -- subject(s): Triangulation signal towers
to spread out the weight evenly so they don't collapse.
Yes, strength building is very important to bodybuilding. Strength goes along with building muscle. The more muscle you build, the more strength you will have and the bigger your muscles can get.
Triangles are often used in structural members such as roof or floor trusses because triangulating the structure allows it to carry more weight. This is because polygons can be squished while triangles can hold more weight, because every side supports eachother.
A triangulation data structure is a data structure designed to handle the representation of a two dimensional triangulation. Triangulation is the one who is responsible for the creation and removal of faces and vertices (memory management).
A truss bridge has the best weight to strength ratio.The triangulation of the popsicle sticks strengthens the whole bridge
Walter F. Reynolds has written: 'Triangulation in Maine' -- subject(s): Triangulation, Geodesy 'First-order triangulation in southeast Alaska' -- subject(s): Triangulation, Geodesy
Triangulation systems can be classified based on their geometry as either linear or angular. In a linear system, distances between known points are measured to calculate the position of an unknown point. In an angular system, angles between known points are measured to determine the position of an unknown point. Both methods rely on the principles of trigonometry to accurately locate points in space.
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