The azimuth of the tangents of the simple curve is 519 degrees and 774 degrees respectively. The radius of the curve is 188.5 meters. Station A is lying on the curve having a deflection angle of 9 degrees from PT. Determine the distance of point PI to PT in the simple curve in meters.

The azimuth of the tangents of the simple curve is 519 degrees and 774 degrees respectively. The radius of the curve is 188.5 meters. Station A is lying on the curve having a deflection angle of 9 degrees from PT. Determine the distance of point PI to PT in the simple curve in meters.

Structural Analysis

6th Edition

ISBN:9781337630931

Author:KASSIMALI, Aslam.

Publisher:KASSIMALI, Aslam.

Chapter2: Loads On Structures

Section: Chapter Questions

Problem 1P

See similar textbooks

Related questions

Q: The line connecting the PC and PT of the simple curve is 120.4m. The radius is 213.6m. If the…

Q: EI is constant (Assume EI = 1 kN-m2). Solve using the moment-area method. Determine the angle in…

A: Given: Required: angle in radians between the tangents at A and tangent at B. angle in radians…

Q: The deflection angles of two intermediate points B and C of a simple curve are 11 15' and 6° 15',…

Q: Draw the moment diagram for the beam. Click on "add discontinuity" to add discontinuity lines. Then…

A: Given : Required : Shear and moment diagram

Q: Solve Problems by the moment-areamethod. EI is constant. Determine the slope and deflection of point…

A: The moment-area method is quite possibly the most effective methods for getting the bending moments…

Q: The azimuth of the tangents of the simple curve is 514 degrees and 759 degrees respectively. The…

A: azimuth : Azimuth is an angular measurement in a spherical coordinate system. The azimuth is the…

Q: The azimuth of the tangents of the simple curve is 514 degrees and 759 degrees respectively. The…

Q: Solve using double integration method

Q: Point where the curve changes from concave down to concave up, since this is a * point of zero…

A: Explanation : Concave point - To find the concave point a graph is used, the tangent line at the…

Q: The deflection angles from PC to two intermediate points A and B on a simple curve are 4.85° and…

Q: Х a W C a B

A: Solution: Ay+By=waMA=0By×2a=wa×a2By=wa4Ay=3wa4

Q: Draw the elastic curve using double integration method. Start with setting up the equation for the…

A: Given:- To find:- Slope and deflection curve Elastic curve using double integration method…

Q: Determine the slope of the tangent line (in rad) at C and the deflection (in mm) at B using the…

Q: EI is constant (Assume EI = 1 kN-m2). Solve using the moment-area method. Determine the angle in…

A: Given: To find: Determine the angle in radians between the tangents at A and tangent at B.…

Q: P7.11. (a) Find the slope and deflection at A in Figure 27.11. (b) Determine the location and the…

Q: The K-factor describes the horizontal distance required to change the slope by 1%. True O False

A: The length of a vertical curve is determined by the desired rate of grade change, which is usually…

Q: A solid circular rod, 750 mm long and 30 mm diameter, is subjected to an axial force of 80 kN. The…

Q: (Find an equations for the tangent and normal to the curve y= at the point (1). x+1 x+2

Q: Solve Problems by the moment-areamethod. EI is constant. Compute the slope at A and the…

A: For calculating slope at A and deflection at D in this question the following steps are shown. We…

Q: Given Beam with FBD for Reactions 50 kN 2m 3m Solution for solving reactions 20 kN/m 5m Draw the…

Q: The deflection angle from PC of two points A and B on a simple curve are 3°15’ and 8°15’,…

A: Given data: Deflection angle PC to A = 3∘15' PC to B=8∘15' The chord distance between A and B is 40m

Q: Degree of curve is the value that measures the sharpness of the circular curve. It based on either…

Q: Use the CASTIGLIANO'S THEOREM and determine the horizontal deflection at C. EI is constant.

Q: P7.6. Derive the equations for slope and deflection for the beam in Figure P7.6. Determine the slope…

A: Given:- To find:- Equations for slope and deflection Slope at each support and deflection at mid…

Q: Assume that w - 33 N/m, L- 5 m, and El is constant for the beam. Find the slope at the midpointx-…

Q: A compound horizontal curve is provided in the figure below. I1 = 72°00'". I2 = 58°00'. BC station…

A: A compound curve is given, with different radii R1 =500 ft and R2 = 750 ft The stationing of the…

Q: Calculate the apex distance, if the deflection angle is 60 degree and the degree of curve is 8…

A: Given data- deflection angle θ=60o,degree of curve D=8o. To Find- The apex distance (AD).

Q: It is observed that the skier leaves the ramp A at an angle 0= 25 with the horizontal. If he strikes…

Q: Solve Problems by the moment-areamethod. EI is constant unless otherwise noted. What value of force…

A: Free Body Diagram of the given problem:

Q: Solve using double integration method

A: Given data in question Moment 120 kNm Span 12 m To find out Deflection and slope at B and C

Q: SITUATION 14: The distance from the midpoint of the curve to the point of intersection of the…

Q: Using the slope-deflection method, draw the bending moment diagram. 3m 3A 4m 20km 2EJ 3€] D

Q: 20 kN/m Constant EI A B C D E F 5m 5m 3m

Q: For the beam shown, using the conjugate beam method, determine the slope at B and the deflection at…

A: Given A determinate beam Required Slope at B and deflection at D

Q: (a) Draw qualitatively the deflection curve based on the bending moment diagram. (b) Determine the…

Q: 40 The length of curve of a simple curv having a degree of curve 4° is equal t 210 m. Determine the…

A: Using the definition of degree as ratio of arc over radius. The radius of the curve can be…

Concept explainers

Unit Conversion

Standard units are also called SI units. SI units are used for measuring a physical quantity satisfying certain conditions. There are two types of units: fundamental units and derived units. Fundamental units are physical quantities that are independent, that is, they do not depend on other quantities like mass, length, or time. There are plenty of quantities in our lives which need to be measured and compared. Measuring is the comparison of a particular physical quantity with its reference value. A unit is a measure of a fixed physical quantity. A physical quantity is the product of a unit and the numerical value we need to compare with.

Question

The azimuth of the tangents of the simple curve is 519 degrees and 774
degrees respectively. The radius of the curve is 188.5 meters. Station A is
lying on the curve having a deflection angle of 9 degrees from PT.
Determine the distance of point PI to PT in the simple curve in meters.

Expert Solution

This question has been solved!

Explore an expertly crafted, step-by-step solution for a thorough understanding of key concepts.

SEE SOLUTION Check out a sample Q&A here

Step 1

VIEW

Step 2

VIEW

Step by step

Solved in 2 steps

SEE SOLUTION Check out a sample Q&A here

Knowledge Booster

Learn more about

Need a deep-dive on the concept behind this application? Look no further. Learn more about this topic, civil-engineering and related others by exploring similar questions and additional content below.

Similar questions

Pin P is constrained to move along the curve defined by the lemniscate r = (4 sin 20) ft. If the slotted arm OA rotates counterclockwise with a constant angular velocity of è = 1.5 rad/s, determine the magnitudes of the velocity and acceleration of peg P when e = 60°. x=(4 sin 20) ft
In the reversed curved shown, the central angles of the first and second branches of the curve are 28° 30' and 44° 10’, respectively. The radius of the second branch is 125 m. and the distance from the PT to the PI is 135 m. Find the radius of the first branch and the distance from the PC to the PI. R, 1x Ta 135m ANSWERS: R = 214.12 m. T, = 325.57 m.
The formula V = (A₁+ 4Am + A₂) to approximate the volume of geometric solids is called a End-Area-Method b. Prismoidal Formula The angle with respect to the spiral tangent to any point in the spiral, taken from S.C is called the: a. Deflection Angle b. Offset Distance c. Length of throw d. Angle of Intersection It is a combination of two or more circular curves with the center of curvature on the opposite side of the curve. a. Simple Curve b. Compound Curve C. Reversed Curve d. Spiral Curve A rocket is used to place a synchronous satellite in orbit about the earth. What is the speed of the satellite in orbit in m/s? a. 3718 b. 3781 C. d. 3170 3070
Can i get help
S Curves V Problem: 1+12 For the given compound curve (see figure): a. Determine R, and R2. b. Determine T, and T2. c. Determine C, and C2. V d. Determine L, and L2. e. If the stationing of PC is at 10 + 304.62 m, determine the stationing of PCC and PT. T, +T2 РСС 12 = 15° PI, I = 12° Pl2 T1 T2 Y C1 PCO (Sta PC = 10 +304.62) PT Long chord 300m 12 = 15° R2 R, 02 I = 12°
8. What is the degree of curve in the moment diagram from the point of zero to point C?
Using Slope-Deflection Method Assume clockwise rotation as positive. Determine the angular rotation at B, moment AB and moment BC
The deflection angles of points A and B from the tangent through P.C of a simple curve are 3°05' and 8°15' respectively. If the chord distance from A to B is 40m, 1. Find the radius of said curve. a. 236.4 m b. 180.6 m c. 217.3 m d. 222.1 m 2. Find the length of curve from PC to A. a. 22.3 m b. 23.9 m c. 27.3 m d. 26 m 3. Find the length of curve from PC to B. a. 69.73 m b. 63.96 m c. 50.57 m d. 67.99 m
2. For each case, derive the deflection curve v(x) and compute the maximum deflection v_max and maximum slope @_max. V 0₁ L (s-3) -02 Mo X
Prepare the data for the layout of the given reverse curve by deflection method with the given elements. D1 = 5° D2 = 70 Station PC = 3+150.20 1 = 30° = 250 The preparation of the data for the layout of reverse curve is the same as the layout of compound.
B. AB BC со N 75°E S 65⁰ E ✓ 30⁰ E R₁ = 2R₂ * Determine 200m the length of the compound curve.
Please help me with my assignment :(