What will be the result shear flow of the object?a. 207,967.94 N/mb. 208,968.98 N/mc. 209,978.96 N/md. 209,979.00 N/m ### Educational Website Transcription**Image Description**The provided image is a handwritten set of calculations related to stress analysis in a mechanical component. Below is a detailed transcription and explanation of the content, including a diagram and mathematical equations.---**Diagram**A diagram of a mechanical component is shown. It is a rectangular bar with a semi-circular end. The dimensions and details in the diagram are as follows:- Height (H): 20 mm- Length (L): 12 cm (120 mm)- Radius (R) of the semi-circular end: 20 mm- A line is labeled "Q" intersecting vertically in the middle of the semi-circular portion.**Problem Details**- **Force Applied (T):** 408 N- **Twisting Moment (M):** 12 Nm- **Shear Modulus (G):** 28 GPa---**Step-by-Step Calculation**1. **Calculation of the Cross-Sectional Area (A)** \[ A = H \cdot L + \pi \cdot \left(\frac{D}{2}\right)^2 \] Given: \[ H = 20 \, \text{mm}, \quad L = 120 \, \text{mm}, \quad \text{and} \quad D = 40 \, \text{mm} \] Substitution: \[ A = (20 \times 120) + \pi \left( \frac{40}{2} \right)^2 \] \[ A = 2400 + \pi (20)^2 \] \[ A = 2400 + 1256.64 \approx \boxed{3657.08 \, \text{mm}^2} \]2. **Calculation of the Median Line Length (S)** \[ S = 2L + \frac{\pi D}{2} \] Given: \[ L = 120 \, \text{mm}, \quad \text{and} \quad D = 40 \, \text{mm} \] Substitution: \[ S = 2(120) + \frac{\pi \cdot 40}{2} \] \[ S = This diagram depicts a geometric shape consisting of a rectangle with a semicircular end. The measurements provided are as follows:- The rectangular part has a length of 40 mm and a height of 20 mm.- The semicircular end has a radius of 10 mm.- Additionally, there are dotted lines indicating the internal boundary of the shape which is uniformly offset from the outer boundary.Key measurements:- The total horizontal length from one end of the rectangle to the curved edge of the semicircle is 80 mm.- The internal offset from the outer boundary is 2 mm.This diagram can be utilized to understand geometric shapes, properties of combined shapes (rectangles and semicircles), and methods to calculate areas or perimeters of such composite figures.

Answered: Image /qna-images/answer/3f1a683c-e9bf-415a-a489-b69189bcf926.jpg

Answered: a. 207,967.94 N/m b. 208,968.98 N/m c.…

Engineering

Mechanical Engineering

a. 207,967.94 N/m b. 208,968.98 N/m c. 209,978.96 N/m d. 209,979.00 N/m

Elements Of Electromagnetics

7th Edition

ISBN:9780190698614

Author:Sadiku, Matthew N. O.

Publisher:Sadiku, Matthew N. O.

ChapterMA: Math Assessment

Section: Chapter Questions

Problem 1.1MA

See similar textbooks

Similar questions

7.60 PLUS The pump shown draws water (20°C) through a 20 cm suction pipe and discharges it through a 10 cm pipe in which the velocity is 3 m/s. The 10 cm pipe discharges horizontally into air at point C. To what height h above the water surface at A can the water be raised if 26 kW is delivered to the pump? Assume that the pump operates at 60% efficiency and that the head loss in the pipe between A and C is equal to 2 V/2g. Assume a = 1.0 throughout. Pump C Water PROBLEMS 7.59, 7.60
Q8) The angular velocity of the sprinkler in the figure is 40 rad/s. If the exit velocity is assumed equal (2 m/s) in all orifices, determine the frictional torque at the center. 60° Answer: 1.86 Nm d=15mm 150mm 75mm 75mm
6
40
1.8 %3D 6.024 75 Assume for tur blent Flow Determine
In a manufacturing process, a drill press automatically drills a hole into a sheet metal part on a conveyor. In the drilling operation the drill bit starts at rest direcdly above the part, descends quickly, drills a hole, and quickly returns to the start position. The maximum vertical speed of the drill bit is 4 in./s, and while drilling the hole, it must move no more than 2.6 in./s to avoid warping the metal. Let s(t) be the drill biť's height (in inches) above the part as a function of time t in seconds. Sketch possible graphs of the drill bit's velocity [s'(t)] and acceleration [s"(t)].
6. A fabricated assembly made from three different sizes of standard steel tubing is shown below. The larger tube on the left carries 0.072 m3/s of water. The tee branches into two smaller sections. If the velocity in the 50-mm tube is 12.0 m/s, what is the velocity in the 100-mm tube? Ans. 7.88 m/s Reducing tee Flow 100-mm OD x 35-mm wall steel tube 160-mm OD x 5.5-mm wall steel tube 50-mm OD x 15-mm wall stoel tube
In a large pumped hydro plant, the head from the turbine to the lake surface is 100m. During a period of 8 hours of excess electricity in the grid the pumped hydro plant pumps water back into the top reservoir. If the combined efficiency of the pump is 70% and the plant has a capacity of 50 MW how much water is pumped back up to the top reservoir? Assume the head remains constant during pumping. A. 0.5 x 10 – 1.0 x 10 m B. 1.1 x 10 – 1.5 x 10° m C. 1.6 x 105 - 2.0 x 10 m D. 2.1 x 10° - 2.5 x 10 m3
Fast pls i will give u like for sure solve this question correctly in 5 min pls A reduced bend in a pipe is used to divert the flow of water (p=1000 kg/m³) at a rate of 35 kg/s. The discharge of the fluid is to the atmosphere. The cross-sectional area of the elbow is 150 cm² at the inlet and 25 cm² at the outlet. The elevation difference between the centers of the exit and entrance is 40 cm. The mass of the cubit and the water it contains is 60 kg. The center of mass of the fluid assembly and elbow is located 50cm horizontally, with respect to the flange. Consider a flow correction factor of n=1.04 for eq. of linear momentum. Determine: a. The pressure at the entrance of the elbow. b. The net anchorage force in the flange required to hold the elbow in place. c. The moment generated in the flange from the applied forces
Considering that there is no friction in the system if the weight of the vehicle shown in the form of a black dot is 1000 kg, fill in the spaces in red for the values of A, B, C, D, E, F, G, H & I KE-OJ PE-450 000J J ya KE- PE-200 000 J Acgel's - KE-> PE= 6-0 m 14 m/s to 450 22.4 10 leave DOO O 0 0 O O O O OO Blank A (elevation, Blank B (velocity. m/s) Blank C (Kinetic energy. J) Blank D (elevation, m) Blank E (velocity. m/s) Blank F (Kinetic energy. J) Blank G (Potential energy. J) Blank H (velocity. m/s) Blank I (acceleration, m/s2 0 O m/s 45 250 45 O O O OO ос O O OOO OOO ( 0 0 ооос OOOOOOOOO OOOO O O 30 O m/s 20 O O O O O O O O O O O O OO
answer correctly with clear solution
6-1 Determine the flow rate through the Venturi meter shown in the diagram if the ideal conditions exist. P₁ = 735 kPa Q 31 mm P₂ = 550 kPa 19 mm y=9.1 kN/m³