what is SI unit of modulus of resilience and in which industries it is used?
969671
The modulus of resistence, U_r, is the area under the elastic portion of the stress-strain curve for a given material, making it the product of the bulk modulus and strain.  Strain is dimensionless, so U_r has the same dimensions as bulk modulus, which has the same SI units as stress and pressure, Pa, or N/m^2.  Pa is paschals, and N/m^2 is newtons per square meter.
997560
Buckling failure is a form of compressive failure.  If you build a tall column on a concrete pad then overload it until it fails, the concrete may crack and fail from too much pressure; or the column many buckle by bowing out and collapsing if it is not stiff enough.  A one inch soda straw and a very long soda straw of the same diameter may both fail due compressive loads but only the long straw will buckle.
33369
Try to run a search on google. I ran a search on good with key words "artifical intelligence", prediction of pavement distresses and found several.\nHere is one for sample.\nhttp://gulliver.trb.org/publications/circulars/ec012.pdf\n\nOther search results..\nhttp://www.google.com/search?hl=en&lr=&q=artificial+intelligence%2C+prediction+of+pavement+distresses
653629
SI unit for length is 'meter'
413637
Refractory materials retain their strength at high temperatures. They are used to make linings of furnaces, kilns and incinerators.  Some examples are Zircon and Silicon carbide.  Spalling is cracking, flaking, chipping or otherwise losing integrity.\nThe resistance is the ability of the refractory material to maintain it's true form when exposed to high temperatures.  It can measured either in the amount of coating required for lining that particular surface, or the temperatures that it can withstand.
237576
Structural engineering is the science and art of designing and  making, with economy and elegance, buildings, bridges, frameworks and other similar structures so that they can safely resist the forces to which they may be subjected.
97093
For rigid elastic bodies, which we try to stretch or compress using a force F, it is found that :\n\n Shearing stress is directly proportional to shearing strain.\n \n Hence, the ratio of shearing stress to the shearing strain is called the rigidity modulus.\n\n Shearing stress is = Force / Area\n\n Shearing Strain = change in dimension (d) / original dimension (D)\n\n Hence rigidity modulus (n) is given as follows :\n\n n =  (F/A) / (d/D)\n\n I hope that answers your question.
846179
Capacity of a material to deform permanently (e.g., stretch, bend, or spread) in response to stress. Most common steels, for example, are quite ductile and hence can accommodate local stress concentrations. Brittle materials, such as glass, cannot accommodate concentrations of stress because they lack ductility, and therefore fracture easily. When a material specimen is stressed, it deforms elastically (see elasticity) at first; above a certain deformation, called the elastic limit, deformation becomes permanent.
957992
It's certainly used in the flexible packaging industry, but defined in several ways, including:\ntensile strength\npuncture resistance\nelongation at break\ntear resistance (in both directions)\ntear propagation resistance\nand many others . . .
579637
Basically it's a complex mathematical process to process the vibration response data obtained from siesmic excitation of an oil field to characterize the field in terms of parameters understandable to the analyst (e.g., porosity and impedance). See the ref.
132682
Try this site:\n\nhttp://web1.msue.msu.edu/msue/imp/modaa/e1611921.html
93591
The rather loose grammar in use on Yahooanswers makes your question ambiguous.  Do you want to know what of what value stiff steel is? If so, the answer is obvious; the uses of steel in construction, consumer products, automobiles, etc. are myriad.\n\nIf you mean instead, what numerical value of "stiffness" does steel posses, there are several possible answers.  One would be the shear modulus of steel, which is a measure of how much a substance deforms when a shearing force is applied.  It is define as S= Shear stress/shear strain= F/A)/ (DEL X/h) where F is the force applied parallel to an object's fixed end, A is the area over which the force is applied, DEL x is the distance the object deforms, and h is the height of the object.  For steel, this is 8.4 x 10^10 Pascals.  Compare this to 2.5 x 10^10 Pascals for aluminum, and 14 x 10^10 Pa for tungsten.
154595
Ductile - Yes\nConductor - Yes
236276
It usually depends on who your customer is.  If you mean metric or inches.  Automotive, Medical uses metric, but most other industries still use inches.  I am automotive mostly we use ISO as a dimensioning Standard
214548
You should use DOD Specification 5200.28-M, for the degaussing and destruction of high-density media.\n\nhttp://all.net/books/standards/remnants/standards.html
770259
Unit of force or force over area.\n\nkg-m-sec SI unit of force is the Newton (kg-m/sec^2).  Force over area is Newton/m^2 where the area is the cross-sectional area of the piece being broken.\n\nFatigue implies a wearing down (a fatiguing) of the structure (crystalline, molecular) of the piece tested until it breaks.  So time must also be folded into the measure of fatigue.  For this, mean time to failure (MTTF) is often used.  This is found by taken a number of test pieces, stressing them repeatedly, and noting when they fail.  The average time (in sec for SI) is the MTTF.
867844
American Society for Testing and Materials \n\nArticle here if you want to read about it.\n\nhttp://en.wikipedia.org/wiki/ASTM_International