Chapter 11, Problem 49EP

4.) 13.165* - Two billiard balls A & B (same mass m & diameter d = 2.37") are as shown. Ball A has velocity V₁ = 3 ft/s when it strikes B, which is at rest. B then moves in the x direction after impact. Find (a) angle 0, (b) the velocity of B after impact (VB'). Positional variables are x = 6" and y = 10", and e = 0.9.

We will consider a linear system and a nonlinear system under uncertainty, each expressed in the form of a set of stochastic differential equation (SDE) as follows: = da (Ax+ Bu)dt + Gdw, dx = f(x,u,t)dt+Gdw, (1) (2) where x is the state, u is the control, and dw is a differential increment of standard Brownian motion, i.e., E[dw] = 0 and E [dw(t)dw(t)] = dt-1. In this problem, we consider the linear SDE, Eq. (1), with a very simple model where x = R², u = [0,0] (no control), and dw R². The matrices A, B, and G are given as follows: A=02x2, B=02x2; G = [000] (3) where σp Є R represents the degree of the uncertainty, and let us take σ₁ = 2 and σ2 = 3. Assume that the initial state is deterministic and e(t = 0) = [0,0]. Take the following steps to simulate the given SDE for 1 € [0, 1]: (a): Consider the increments of w between each time interval [+1). Derive the analytical expression of Aw using w~N(02, 12), where Aw, w(tk+1) — w(tk). (c): Derive the approximate continuous-time EoM from…

How do you calculate the movement mechanism of a streetcar if it does not have a gear system? What factors should be considered? Any equation or formula ?

Can you answer the question using MATLAB?

This is a tilt and rotation question. Here are notes attached for reference. I prefer handwritten solutions. ONLY UPLOAD A SOLUTION IF YOU ARE SURE ABOUT THE ANSWER PLEASE. I prefer handwritten solutions.(If you had once answered this question don't answer it as I am looking for a different solution)

One end of a thin uniform rod of mass m and length 31 rests against a smooth vertical wall. The other end of the rod is attached by a string of length I to a fixed point which is located a distance 21 from the wall. A horizontal force of magnitude F, is applied to the lower end of the rod as shown. Assuming the rod and the string remain in the same vertical plane perpendicular to the wall, find the angle 9 between the rod and the wall at the position of static equilibrium. Notes: This quiz is going to walk you through a sequence of steps to do this. It won't give you the answers, but it will hopefully get you to see how to approach problems like this so that you have a working reference/template in the future. This is actually a modified version of a problem from the textbook (6.3). Note that in that problem, is not actually given. It has been introduced for convenience as we move through solving the problem, and should not show up in the final answer. DO NOT DO PROBLEM 6.3. It is not…

This is a tilt and rotation question. Here are notes attached for reference. I prefer handwritten solutions. ONLY UPLOAD A SOLUTION IF YOU ARE SURE ABOUT THE ANSWER PLEASE. I prefer handwritten solutions.(If you had once answered this question don't answer it as I am looking for a different solution)

Problem: You and your team are tasked with designing an around-coil system for an air-conditioning unit that will be installed in a hospital. The system must provide a controlled environment for the hospital's air-conditioning needs, ensuring that fresh air is brought in while exhaust air is expelled, without allowing contamination between the two airflow directions. The air-conditioning system will include two coils and two pumps (one duty pump and one standby pump) in a configuration that accommodates both exhaust and supply airflows. The system needs to comply with ASHRAE Standards, and ASME BPVC Section VIII, with attention to safety, reliability, and efficiency. The system will be used in a climate with moderate temperature variations, and its design will need to consider a range of operating and design specifications. Given data Desired Pressure in the Pipe: According to the (ASHRAE) standard for pressure drop limits. Pipe Diameter: Must comply with standard pipe diameter…

Assis+ 2019-2018 Assi A. SALE تمارين السيطرة النوعية 1- سحبت عينة عشوائية يومياً تتكون من 50 دائرة كهربائية تستخدم لـ صناعة إحدى الأجهزة الأليكترونية ولمدة 20 يوماً ، وبعد فحصها كانت عدد الدوائر المعابة لكل يوم كالآتي : 43.2.6.3.1.3.2.9.3.5.3.2.5.2.2.1.3.2.1 أوجد حدي السيطرة النوعية لنسبة الوحدات المعابة (ans.0, 0.1533) 2- سحبت 10 عينات عشوائية من مصنع لتعبئة الأسماك البحرية وكل عينة تحتوي على كانت أوزانها ( باوند ( كالآتي : ب ، 1 71 X₁ X₂ 1.04 1.01 measurements X3 X4 X5 0.98 1.02 1.00 2 1.02 0.97 0.96 1.01 1.02 3 1.01 1.07 4 0.98 0.97 1.02 0.99 1.03 1.00 0.98 0,98 5 6 0.99 1.03 1.02 0.95 0.98 1.02 1.01 1.04 1.02 0.95 7 1.00 0.99 0.99 1.02 1.03 1.04 0.99 1.02 0.94 8 9 10 1.02 0.98 1.00 0.99 1.02 1.01 1.02 1.01 1.00 1.04 1.09 أوجد حدي السيطرة النوعية : أ) للوسط الحسابي و ب) للمدى (ans. a) 0.9679, 1.0429, b) 0, 0.137) 18 محاضرة السيطرة النوعية / الهندسة الصناعية - 4 ميكانيك / هندسة ج تكريت 3- كون مخطط سيطرة نوعية مناسب للعملية الإنتاجية المتمثلة بالبيانات التالية التي جمعت خلال شهر معين…