Stress Definition and 1000 Threads

In linguistics, and particularly phonology, stress or accent is the relative emphasis or prominence given to a certain syllable in a word or to a certain word in a phrase or sentence. That emphasis is typically caused by such properties as increased loudness and vowel length, full articulation of the vowel, and changes in tone. The terms stress and accent are often used synonymously in that context but are sometimes distinguished. For example, when emphasis is produced through pitch alone, it is called pitch accent, and when produced through length alone, it is called quantitative accent. When caused by a combination of various intensified properties, it is called stress accent or dynamic accent; English uses what is called variable stress accent.
Since stress can be realised through a wide range of phonetic properties, such as loudness, vowel length, and pitch (which are also used for other linguistic functions), it is difficult to define stress solely phonetically.
The stress placed on syllables within words is called word stress. Some languages have fixed stress, meaning that the stress on virtually any multisyllable word falls on a particular syllable, such as the penultimate (e.g. Polish) or the first (e.g. Finnish). Other languages, like English and Russian, have lexical stress, where the position of stress in a word is not predictable in that way but lexically encoded. Sometimes more than one level of stress, such as primary stress and secondary stress, may be identified.
Stress is not necessarily a feature of all languages: some, such as French and Mandarin, are sometimes analyzed as lacking lexical stress entirely.
The stress placed on words within sentences is called sentence stress or prosodic stress. That is one of the three components of prosody, along with rhythm and intonation. It includes phrasal stress (the default emphasis of certain words within phrases or clauses), and contrastive stress (used to highlight an item, a word or part of a word, that is given particular focus).

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  1. B

    Mechanics Of Materials Stress Problem

    Homework Statement Here is a link to a picture of the problem: http://imgur.com/5nOnpJE Click on the picture to make it bigger, and readable!I need to find the angle that the two rods will have the same stress. We are talking about normal stress here! Homework Equations \sigma = Force /...
  2. R

    Solve the Stress Tensor Problem Now

    http://im32.gulfup.com/u6n3f.jpg
  3. S

    Stress tensor rotation/shear stress

    Hi. I have a huge problem and without solving it I can't move forward. I will appreciate any help. Having the stress tensor S: 163.666557052527 -63.0272557558942 0.000000000000000E+000 -63.0272557558942 70.3802282767392 0.000000000000000E+000...
  4. A

    Von Mises Stress Calculation for Internally Pressurized Pipe

    Problem Description: Internally pressurised pipe elbow with open ends. I have to compare the Finite Element Von Mises stress with that calculated by hand. I am having issues calculating this. The formulae that I am using are: Hoop Stress: σ_1 = \frac{P*d}{2*h} Where: P is pressure...
  5. S

    Stress analysis of quadcopter part

    Hi Everyone, I am a student studying civil engineering and want to do a stress analysis on a part I have made in Solidworks (CAD software). However, it is somewhat complex for handcalculation purposes, so I have simplified it down. I want to run a full ansys simulation on the part, however I...
  6. B

    FEA Thermal Stress Factor of Safety Question

    Hi Guys I'm analysing a heat exchanger based on an existing commercial model in SolidWorks Simulation. The same materials etc have been applied to it in the Static analysis. Deflection on the heat exchanger is very small. The one thing that baffles me though is how, regardless of even...
  7. L

    Understanding Allowance Stress in Vessels

    HI. :) help me please. when the problems says that there is an allowance stress, especially in thin or thick walled vessels, what kind of stress could it be? thanks!
  8. M

    How Do You Calculate Shear Stress in Beam Sections?

    1)When we are asked to calculate the shear stress at AB should we consider the width as T or as 2T? 2)And when applying t=vq/it what sections should we take and is the value we found located on the bottom of the area?(I'm not talking about this beam but any beam in general) 3)And finally given...
  9. P

    Calculating Strain in Wood Compression for Plotting Stress

    How can I calculated the wood strain in compression to plot it with stress, if the data that I have is the length and several extension data. The extension data corresponds since the 0 load to the the failure. Thanks. Since the equation for Strain is: ΔLength/Initial Length In order to...
  10. B

    Stress and Strain, load and extension

    Firstly, does a stress vs. strain graph for a material always take the same general shape as its load vs. extension graph (with the same important points, e.g. UTS, having the same shape and corresponding to the same thing)? Secondly, what do the stress-strain and load-extension graphs look...
  11. Saladsamurai

    Simple Stress Analysis: Flat Plate with Hole

    Hello All, I have a fixture that is used for lifting an engine. See attached image for the part in question. You can see in the 'front' view the hole where a pin passes through the part and the lifting lug of the engine. You can also see the loading. We want to machine the part down such...
  12. G

    Tensile stress, radius and Young's modulus

    Homework Statement An Aluminum cable of length 3.5m has 15,000 N tensile force acting on it if the wire is only allowed to be stretched by 1mm before it breaks, What must be the radius of the wire if the Young's modulus of Al is 6.9 x 10^10 N/m^2? I am also supposed to find the tensile...
  13. N

    Determine max notmal stress, average shearing stress and bearing stres

    Homework Statement The position of piston Cd is locked and force P = 350lb is applied as shown. The diameter of all pins and bolts is 3/8 in., member BCE has a thickness of 1/4 in., and member Ef has a width of 1 in. adn thickness 1/4 in. Homework Equations The Attempt at a...
  14. Nemo's

    Stress Strain Curve: Explaining Beyond UTS

    Homework Statement Explain in terms of stress and strain what happens to the stretched material beyond the ultimate tensile stress. Homework Equations A curve similar to this The Attempt at a Solution I can see that the curve beyond UTS represents increasing stiffness but i can't...
  15. A

    Stress Energy Tensor - Confusion about signs and metrics

    Hi everyone. I'm working on deriving Friedmanns Equations from the Einstein Field Equations. I've got the '00' components worked out but I'm having some trouble with the spatial indices 'ii' of the stress energy tensor ## T_{ii} ##. I'm the FLRW metric with c=1 and signature (-,+,+,+) so that...
  16. R

    Calculating stress, strain and Young's modulus?

    After a fall, a 77 kg rock climber finds himself dangling from the end of a rope that had been 15 m long and 9.1 mm in diameter but has stretched by 2.3 cm. For the rope, calculate (a) the strain, (b) the stress, and (c) the Young's modulus. strain = ΔL/L stress = F/A Young's modulus =...
  17. J

    Cross Sectional Area, Stress and Strain confusion

    Homework Statement For each material calculate the cross sectional area in m². Each sample is of rectangular cross section 20mm by 1mm. Produce Stress and Strain tables for the data. TEST DATA FOR X (N) EXTENSION (mm) 1000 0.48 2000 0.60 3000 0.70 4000 0.80 Homework...
  18. E

    Short Beam Stress Concentration

    Hi there Are anyone familiar with tables of stress concentration factors, or the like for short beams for different span/depth ratios. My beam is technically not a beam, but I would still like to estimate maximum bending stresses related to normal stresses caused by bending moment (sigma =...
  19. K

    Solving for Stress and Strain in Three Dimensions

    Homework Statement Knowing that the stress and strain for an isotropic media can be related with the following expressions: \sigma_{xx} = (\lambda + 2\mu)\varepsilon_{xx} + \lambda\varepsilon_{yy} + \lambda\varepsilon_{zz} \sigma_{yy} = \lambda\varepsilon_{xx} + (\lambda +...
  20. I

    Calculating stress given torque

    I'm trying to figure out the stress on member AB in the attached diagram, given a load of 250lbs at point C. Obviously there is a torque of 250ft-lbs at point B, but I'm not sure how to translate that into stress on member AB? My end goal is to size member AB so that the stress is stays below...
  21. N

    Find in-plane shearing stress parallel and perpendicular to the grain

    Homework Statement The grains of the wooden member forms an angle of 15° with the vertical. For the state of the stress shown, determine (a) the in-plane shearing stress parallel to the grain, (b) the normal stress perpendicular to the plane. I have attached an image of the question...
  22. M

    Shearing stress and bearing stress.

    first what's the difference between bearing and shear. I managed to solve a easily. for part b i calculated fb(√(bx^2+by^2) and divided by ∏*4^2 I don't know how to solve c.
  23. K

    How Much Does a Steel Wire Stretch When Supporting Moving Masses?

    A 1.80-m long round steel wire with a cross-sectional diameter of 0.80 mm is placed over a light frictionless pulley, with one end of the wire connected to a 23.0-kg mass and the other end connected to a 14.0-kg mass. By how much does the wire stretch when the masses are in motion? S= F/A e=...
  24. D

    Stress tensors on a horizontal bar

    Homework Statement A horizontal support bar has a downwards force F = 450 N applied near one end, as shown. The radius of the bar is c = 4 cm, and the length L = 1.2 m. The stress tensor σ at any point describes the components of stress in a particular coordinate system. For the coordinate...
  25. R

    How Much Shear Force Can PVC Withstand Without Fracturing?

    Material: PVC E-modulus: 1300 N/mm^2 Poisson's ratio: 0.35 Applied shear force: 100 N Resisting area: 28 mm^2 Shear modulus: E = 2G(1+v) --> G = E/(2(1+v)) = 1300/(2(1+0.35) = 481 N/mm^2 Does this mean that a force which can be applied to the area without fracturing is 481 N/mm^2 * 28 mm^2? I...
  26. S

    Principal Stress and Maximum Shear Stress

    Homework Statement Hi all, For my CW I have a question on a simple beam, ABCD and its cross-section. Please see attachment for figures The material of the beam is steel, where modulus of elasticity, E = 210 GN/m^2 I have been asked to calculate the principle stresses and the maximum shear...
  27. J

    Bracket design stress formulae help

    hello everyone. I am in desperate need of help from some mechanical design/materials engineers/students. I am an Electrical/Electronic Engineering student currently completing a project and require assistance on some mechanical design issues. I have searched numerous websites and books...
  28. D

    Working out maximum stress and Factor of safety

    ladies and gents I have been set a question for homework which is one where if you get one part wrong then the rest of your answers are in correct. It is a 3 questions in one question and i have answered 1 and 2 but can't seem to do part 3 the question is A torque T = 75Nm is applied to...
  29. A

    What is the Difference Between Plane Stress and Plane Strain?

    Hello everybody, Can you please tell me what's the difference between plane stress and plane strain ? Does one imply the other ? For example, does plane stress imply the plane strain ? Thank you in advance.
  30. R

    Angle of Twist and Peak Torsional Shearing Stress

    Homework Statement A stepped solid shaft of circular cross section is rigidly clamped at ends A and D and loaded by twisting moments T1= 1kN.m and T2 = 1.5kN.m at points B and C. The material is steel for which G = 84x10^9 N/m^2, the length L of the shaft is 500mm, and the diameters of AB and...
  31. D

    Is the expression for the second invariant of the stress deviator incorrect?

    Let the second invariant of the stress deviator be expressed in terms of its principal values, that is, by $$ \text{\MakeUppercase{\romannumeral 2}}_{\text{S}} = \text{S}_{\text{\MakeUppercase{\romannumeral 1}}}\text{S}_{\text{\MakeUppercase{\romannumeral 2}}} +...
  32. D

    States of Stress at P: Principal Stress Values & Normals

    The state of stress at ##\mathbf{P}##, when referred to axes ##P_{x_1x_2x_3}## is given in ksi unites by the matrix $$ [t_{ij}] = \begin{bmatrix} 9 & 3 & 0\\ 3 & 9 & 0\\ 0 & 0 & 18 \end{bmatrix}. $$ Determine (1)the principal stress values at ##\mathbf{P}## and The trace of...
  33. D

    Shear Stress at Point P: Principal Stress, Direction & Max Shear Stress

    The state of stress at point ##\mathbf{P}## is given in ksi with respect to axes ##P_{x_1x_2x_3}## by the matrix $$ [t_{ij}] = \begin{bmatrix} 1 & 0 & 2\\ 0 & 1 & 0\\ 2 & 0 & -2 \end{bmatrix}. $$ Determine (1)the principal stress value and principal stress direction at ##\mathbf{P}##...
  34. M

    Clamped-clamped beam load deflection with residual stress

    Hello, I have a system that consists of a clamped-clamped beam with a residual stress and am trying to find an equation that governs its deflection due to a point force that takes stress into consideration. A formula I have come across: d = (F*L^3)/(192*E*I) does not accurately model the...
  35. P

    Maxwell Stress Tensor in the absence of a magnetic field

    I'm having some trouble calculating the stress tensor in the case of a static electric field without a magnetic field. Following the derivation on Wikipedia, 1. Start with Lorentz force: \mathbf{F} = q(\mathbf{E} + \mathbf{v}\times\mathbf{B}) 2. Get force density \mathbf{f} =...
  36. S

    Understanding Shear Stress in Tensile Loaded Bodies: Causes and Effects

    Hi all, I'm having problems with visualising shearforce for a body.Let us take a rectangular prism and fix one of its ends.Let the other end be subjected to a tensile force T Newtons.The normal stress acting on the cross section is the tensile force /area of cross section perpendicular to...
  37. C

    Radial vs Axial Turbine, diff in mechanical stress

    I am a hobbyist and I have designed a radial turbine device for use in a tidal stream. I have conducted a couple of experiments to demonstrate that there is less mechanical stress in the radial approach as compared to the axial approach but I would like to prove this concept mathematically (at...
  38. Z

    Calculating Maximum Bending Stress in Beam w/Varying Cross Section

    Hi, I'm trying to calculate the maximum bending stress in a beam with a varying cross section. I found a great resource (link below) that gives examples on how to do this but am a little confused. Basically the equation used is σ=M/Sx I know what σ and M are, but I haven't a clue what Sx is...
  39. C

    Thermal Stress and Spring Systems

    The rod is made of A-36 steel and has a diameter of 0.25 in and a length of 4 ft. Attached to each end of the rod is a spring which is fixed to a wall. If the springs are compressed 0.5 in. when the temperature of the rod is T=40 F, determine the force in the rod when its temperature is T=160 F...
  40. J

    Stress tensor vanishes on cylinder edge

    Homework Statement Given a cylinder in the Ox1x2x3 coordinate system, such that x1 is in the Length direction and x2 and x3 are in the radial directions. The stress components are given by the tensor $$ [T_{ij}] = \begin{bmatrix}Ax_2 + Bx_3 & Cx_3 & -Cx_2 \\ Cx_3 & 0 & 0 \\ -C_2 & 0 &...
  41. P

    Constant stress lines in a two-dimensional problem

    1. Problem statement In a two-dimensional problem, σx=300xy and σy=300xy and τxy=0 at x=y=0. Determine lines of constant shear stress τxy in the x-y plane and plot them for τxy=100, 300, 400. Homework Equations dσx/dx + dτxy/dy + X = 0 [1] dτxy/dx + dσy/dy + Y = 0 [2] At least I think...
  42. J

    Stress of a material with a core

    If I have a rod with a steel core bonded to an aluminum shell, how can I find the stress in the rod when it is subjected to a temperature change? I know how to find the stress due to temp change if the tool is made of the same material throughout, but how do I do it if there are two? I...
  43. N

    Finding the Force P from Normal Stress

    Homework Statement In the steel structure shown, a 6‐mm‐diameter pin is used at C and 10‐mm‐diameter pins are used at B and D. The ultimate shearing stress is 150 MPa at all connections, and the ultimate normal stress is 400 MPa in link BD. Knowing that a factor of safety of 3.0 is desired...
  44. K

    Determining plain stress and plain strain

    In a delta strain rosette problem if normal strains are given and asked to find the six components of stress and strain , is it considered as a plain stress or plain strain problem.??
  45. T

    Shear stress and pressure drop

    hello all... Please can i know physically why the pressure drop in a fluid when there's shear stress? what happens? thank you
  46. M

    Calculating Maximum Bending Stress of a Beam

    A uniform simply supported beam, 5 m long and having a cross-section as shown, is to support a load which varies linearly from zero at the left hand support to a magnitude of 20 kN/m at the right hand support. Determine the position and magnitude of the maximum bending stress. ANS : 140 MPa...
  47. A

    Calculate the tensile stress anpplied at maximum load

    (a) The steel cable to the hoist is 15m in length and has a diameter of 25mm. Its steel has a maximum permissible working stress of 200N/mm2 and a Young’s modulus of elasticity of 210,000N/mm2. The maximum load allowed on the hoist is 75kN. Determine the following:- (i) the cross-sectional...
  48. M

    Finding maximum allowable alternating stress using goodmans relation

    Homework Statement (b) A steel alloy has an ultimate tensile strength of 820MN/m2 and a fatigue endurance limit of 390MN/m2. The steel is used in a fatigue application in which the alternating stress is 0.3 times the mean stress. Using the Goodman method with a factor of safety of 1.5...
  49. R

    Thermal Stress Problem- not sure how to attack this one

    Homework Statement The equation F/A = -Y\alpha\Delta T gives the stress required to keep the length of a rod constant as its temperature changes. Show that if the length is permitted to change by an amount \Delta L when its temperature changes by \Delta T, the stress is equal to F/A = Y(\Delta...
  50. E

    Maximum Stress on a Beam: Solving Homework Question 2 with the M/I Formula

    Homework Statement My Question paper is listed under attachement Question 2 Homework Equations M/I = σ/y The Attempt at a Solution My attempt at the solution is as per Q 2 attachment. What I am looking for is to see if I am on the right track. I'm worried that the units seem...
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