The point at which stress goes on increasing without much load is called the critical load.
Sentences that are written using stress or accent are called exclamatory sentences. They usually are ended with an exclamation point.
The point beneath the earth's surface where an earthquake originates is called the hypocenter.
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The critical stress at which a material will start to flow is called the yield stress. It represents the point at which the material transitions from elastic deformation to plastic deformation, causing it to permanently deform under applied stress. Yield stress is an important mechanical property that determines the material's ability to withstand deformation.
No. Pyrogens act by increasing the temperature, but they do not change the set point in the thalamus.
The elastic limit on a stress-strain curve is important because it represents the point at which a material can deform reversibly without permanent damage. Beyond this limit, the material will undergo permanent deformation or even failure. Understanding the elastic limit helps engineers design structures and materials to withstand stress without breaking.
Yield stress is the point at which the material is no longer linear under load; the material starts to become plastic and when unloaded will not return to its original length. Typically the yield point is defined as 0.2% offset - the value of strain that remains in the part after unloaded
stress is having magnitude, direction and point of application of force
The place in the Earth's crust where stress is released during an earthquake is called the focus or hypocenter. It is the point underground where the rupture of the fault occurs and energy is released in the form of seismic waves. This is the actual source of an earthquake.
Increasing the number of carbons in a molecule increase the boiling point in the wast majority of cases.
Yield stress is the point at which a material begins to deform permanently, while ultimate stress is the maximum stress a material can withstand before breaking. Yield stress indicates the material's ability to return to its original shape after being stressed, while ultimate stress shows its breaking point.
The bottom-most point of a curve is called a "local minimum" or "global minimum," depending on whether it is the lowest point in a specific region or the lowest point overall in the entire curve. At this point, the curve changes direction, typically transitioning from decreasing to increasing. In mathematical terms, it occurs where the derivative of the function is zero, and the second derivative is positive.