fluid mechanics A cube shaped smooth steel block with size a = 5 cm is released on a smooth inclined surface whichmakes an angle of a = 15° with the horizontal. There is an olive oil layer between the block andinclined surface with thickness Ay = 0.1mm.• Draw this configuration properly and discuss briefly what will happen when the block isreleased.• Show the forces acting on the sliding block when the velocity of the block is constant(atock = 0) and write down the force equation for the axis parallel to inclined surface(ignore the resistance due to air).• Draw the linear velocity distribution across the thin layer of oil between the block and theinclined surface.• Perform an internet search for the specific weight of steel (Yated) and the dynamic viscosityof olive oil (Hdsveod) at 25°C.• Calculate the maximum sliding velocity of the block.

Solution According to Bartleby guideline i have only solve 3 sub parts Given Data a=5 cmα= 150∆y=0.1…

A cube shaped smooth steel block with size a = 5 cm is released on a smooth inclined surface which makes an angle of a = 15° with the horizontal. There is an olive oil layer between the block and inclined surface with thickness Ay = 0.1mm. • Draw this configuration properly and discuss briefly what will happen when the block is released. Show the forces acting on the sliding block when the velocity of the block is constant ( = 0) and write down the force equation for the axis parallel to inclined surface (ignore the resistance due to air). • Draw the linear velocity distribution across the thin layer of oil between the block and the inclined surface. • Perform an internet search for the specific weight of steel (Tated) and the dynamic viscosity of olive oil (Hdvcod) at 25°C.

A cube shaped smooth steel block with size a = 5 cm is released on a smooth inclined surface which makes an angle of a = 15° with the horizontal. There is an olive oil layer between the block and inclined surface with thickness Ay = 0.1mm. • Draw this configuration properly and discuss briefly what will happen when the block is released. Show the forces acting on the sliding block when the velocity of the block is constant ( = 0) and write down the force equation for the axis parallel to inclined surface (ignore the resistance due to air). • Draw the linear velocity distribution across the thin layer of oil between the block and the inclined surface. • Perform an internet search for the specific weight of steel (Tated) and the dynamic viscosity of olive oil (Hdvcod) at 25°C.

Structural Analysis

6th Edition

ISBN:9781337630931

Author:KASSIMALI, Aslam.

Publisher:KASSIMALI, Aslam.

Chapter2: Loads On Structures

Section: Chapter Questions

Problem 1P

See similar textbooks

Similar questions

Learning Goal: To replace force-couple systems with an equivalent force by specifying the magnitude and direction of the equivalent force and the location where the force needs to be applied. Certain force-couple systems can be replaced by a single force. The requirement is that the lines of action of the resultant force, FR, and the resultant couple moment, (MR)o, are perpendicular to each other. This is equivalent to saying the following types of force systems can be simplified to a single force: . Concurrent force system: This is a system where all the lines of action of the applied forces intersect at a common point. Because this means all the Figure d₂ F3 d < d 3 of 3
Discuss the importance and applications of rigid body assumptions.
Explain the following with reference to Bernoulli’s principle: Reverse swing of cricket ball Designing the shape of aero plane’s wings for air flight.
Explain the physical meaning of each term in the equation of acceleration field and discuss the reason why it is called material acceleration.
Can You please help me with the Derivation of the navier stokes of flow between 2 moving flat plates Course : fluid dynamics
Need only a handwritten solution only (not a typed one).
ENGINEERING MECHANICS UPVOTE WILL BE GIVEN. NO LONG EXPLANATION NEEDED. ANSWER ONLY.
(Civil Engineering Mathematics) * Divergence of a Vector Field Try to detail how it can be applied in life
Learning Goal: An object's moment of inertia is calculated analytically via integration, which involves dividing the object's area into the elemental strips that are parallel to the axes and then performing the integration of the strip's moment of inertia. In practice, engineers often encounter structural members that have areas composed of the common geometric shapes, such as rectangles, triangles, and circles, whose areas, centroidal locations, and moments of inertia about their centroidal axes are either known or can be calculated easily. Determining the moment of inertia of a composite area with respect to any axis is based on the following definitions: I₂ = fy² dA Iy = √x² dA For a composite area consisting of a finite number of components, the integration is replaced by summation and the general equation simplifies to 771 m A composite area consisting of the rectangle, semicircle, and a triangular cutout is shown (Figure 1). Calculate the moment of inertia of the triangle with…
What is the motion of a particle with respect to a fixed frame? Absolute Motion Independent Motion Dependent Motion Relative Motion
ANSWER COMPLETELY WITH DIAGRAMS WRITE LEGIBLY OR TYPEWRITTEN