The maximum static frictional force that an object experiences just before it begins to slide over a surface is commonly referred to as the:
Limiting friction
Friction is a fundamental force in physics that opposes the relative motion or tendency of motion between surfaces in contact. Understanding the different types of friction is crucial for analyzing how objects behave when forces are applied to them. The question asks specifically about the maximum static frictional force experienced just before an object starts to slide.
Static friction is the force that acts between surfaces when they are at rest relative to each other. It prevents an object from starting to move when an external force is applied. The magnitude of static friction is not constant; it adjusts itself to be equal and opposite to the applied force, up to a certain maximum value. Mathematically, the static friction force ($f_s$) satisfies the inequality:
$f_s \le \mu_s N$
where $\mu_s$ is the coefficient of static friction (a property of the two surfaces in contact) and $N$ is the normal force pressing the surfaces together.
The limiting friction is the maximum possible value of static friction. It is the threshold force that must be overcome for an object to begin sliding. When the applied force reaches this limit, the object is on the verge of moving. The limiting friction is given by the equation:
$f_{s,max} = \mu_s N$
This precisely matches the description in the question: "the maximum static frictional force that an object experiences just before it begins to slide".
Kinetic friction (also sometimes called dynamic friction) is the force that opposes the motion between surfaces that are sliding relative to each other. Once an object starts moving, the friction acting on it is kinetic friction. Generally, the kinetic friction is less than the limiting friction for the same pair of surfaces.
The magnitude of kinetic friction is typically calculated as:
$f_k = \mu_k N$
where $\mu_k$ is the coefficient of kinetic friction. It's important to note that $\mu_k$ is usually less than $\mu_s$. Since kinetic friction applies only *during* motion, it is not the force experienced *just before* sliding begins.
Rolling friction occurs when an object rolls over a surface, such as a wheel on a road or a ball bearing. It arises from the deformation of the rolling object and/or the surface it rolls on. Rolling friction is typically much smaller than sliding friction (both static and kinetic) and is therefore often ignored in introductory physics problems unless specifically mentioned.
Let's review the given options in the context of the question:
Therefore, the term that accurately describes the maximum static frictional force just before an object begins to slide is limiting friction.
Coefficient of friction depends upon
Limiting force of friction is the
Coulomb friction is the friction between
The minimum angle made by an inclined plane with the horizontal such that an object placed on the inclined surface just begins to slide is called-
The angle between the resultant reaction and normal to the plane on which the motion of body is impending is known as-