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).
Why Maxwell's stress tensor has minus sign to the corresponding components of electromagnetic momentum energy tensor ?
From WP ---
,
where
,
is the Poynting vector,
is the Maxwell stress tensor, and c is the speed of light.
----
The coefficient of the stress energy tesor in the GR equation reduces to 8π/Ν, where N = {"(Kg)m/s^2.} Is it correct to conclude that all the elements of the stress energy tensor must have the dimension of N = (Kg)m/s^2 since the curvature and metric tensors on the other side of the equation are...
Homework Statement
Hi guys,
I have a question here, which asks me to express the maximum stress from my simply supported beam, which I worked out to be 1.165MPa, to be expressed as a percentage of the Yield strength 95MN/m^2.
I also have a follow on from that which asked me how much the...
Homework Statement
Find the shear stress alone the cylindrical area of the plate, and the average shear stress in the bolt head along the cylindrical area.
the plate is 30 mm thick
bolt head is 8 mm thick
bolt head diameter is 18mm
bolt shank diameter is 7 mm
shank has 8 kn along it...
Hi dear friends. I have a big problem and I need your help, I've realized that the joint connection I've drawn (and it is made already) was (most probably) wrong. There is a plate that is bolted to two U beams and the plate is welded to a horizontal I beam at the top. Please take a look at the...
Greetings, PF! I have some questions regarding the problem I attached below. It is some sort of Couette flow variation. It's not homework, I'm just learning the basics of TP on my own. I fully solved the problem with the Navier-Stokes and continuity equations, using some assumptions in order to...
By definition the UTS is the maximum stress a material can take. But how exactly can a material not break after reaching the UTS if it is so? Why is there a breaking stress and how come on the graph of stress against strain the stress seems to decreases before the braking stress?
Homework Statement
Stress = 320 MPa
Max Elastic Moment = Stress*Z
Max Plastic Moment = Stress*S
Solve the maximum moments and compare the % increase
Beam is an I beam with dimensions: (b and d)
Top Flange = 25*10
web = 10*180
Bottom Flange = 200*8
Homework Equations
see above
The Attempt at...
Hey everybody,
I went through a discussion with a colleague today about Finite element modeling of composite structures and how to interpret the stress analysis.
I understand that for isotropic materials, principal stresses could be used against the allowable stresses to see if failure will...
Hi all,
I've attempted this question however my solution seems too simple..? I have taken the point 'A' (bottom right corner of beam) as the point with max compressive stress, I am not sure if this is correct. I have just assumed this by observation.
I need someone to tell me if I am approaching this in the right way. In my diagram I tried to show a section view of a wall of a pressure vessel with a cylindrical plug welded into a hole in that wall. I am trying find the stress on the welds in question. This is a small part of a larger project...
Note that the code I am using is Python. Currently, I am attempting to numerically solve the equations of state that give rise to the Chandrasekar limit for a white dwarf star. My code works for a simple harmonic oscillator given the correct equations of motion, but does not compute the correct...
TERMS:
Slip Plane: is the plane that has the densest atomic packing—that is, has the greatest planar density.
Slip Direction: corresponds to the direction in this plane that is most closely packed with atoms—that is, has the highest linear density.
NOMENCLATURE:
θ = angle of the slip plane as...
Can we plot stress-strain curve if we only have yield strength, tensile strength, and elongation data?
For example if i have:
Yield strength = 300 MPa
Tensile Strength = 600 MPa
Elongation = 50%
How to plot the stress-strain curve?
Thanks
Homework Statement
The wooden device is pulled apart by force P, determine the axial force P applied. The average normal stress is 2 ksi. Find the average shear stress along a-a.
http://i60.tinypic.com/2vt1h8y.png
Homework Equations
τ = V/A
σ = P/AThe Attempt at a Solution
2 ksi = P/A...
TERMS:
Slip Plane: is the plane that has the densest atomic packing—that is, has the greatest planar density.
Slip Direction: corresponds to the direction in this plane that is most closely packed with atoms—that is, has the highest linear density.
TEXTBOOK: Materials Science and Engineering...
Hi all,
I was just wondering if someone could confirm that my answer to the below question is correct. The point where the question asks you to find the shear stress is at 2m (n). However, I don't believe this value needs to be included in the calculation anywhere?
Homework Statement
A sphere with dielectric constant ##\varepsilon## and radius R is placed inside a homogenous external electric field ##\vec E_0##. The sphere is divided in 2 hemispheres such that their common interface is orthogonal to the external field. Using the energy-momentum tensor...
I am a part C mechanical engineering student and require some advice for my individual project, which is based on the high strain-rate testing of a particular glass filled composite material using a split-Hopkinson pressure bar (SHPB) experiment.
I gathered the results on a SHPB test rig and...
Hello,
I'm a PhD student in medical biology and am doing experiments with bloodvessels. I've modified an existing technique and getting unexpected results (ofcourse..). I think it is due to a pressure difference but my knowledge of physics is inadequate to be sure. Ill give a short explanation...
Hey everyone,
I was just wondering if someone could explain to me what Bending stress is? Supposed you have a cantilever beam with a point load at the free end, I know that the bending stress will decrease as you move away from the fixed end? but why? and how can you back that up?
Also, as...
Homework Statement
How can I calculate the ultimate stress? (I refere to the stress that it's in the green rectangle). I have a real graphic, I have two deformations, (it was 2 test, from the same material) and only one stress. The orange curve is Stress versus unit deformation 1, and the gray...
Homework Statement
Calcular the force P when a bar starts yield, when 2 bars start yield, and when the 3 bars start yield
Diameter = 25 mm (for every bar), Yield Stress of Steel = 250 MPa.
Homework EquationsThe Attempt at a Solution
[/B]
[F][/AD] + [F][/BE] + [F][/CF] = P
2[Δ[/AD] -...
Homework Statement
Finding the maximum allowable force P before failure
Homework Equations
Shear /normal stress = Force / Area
The Attempt at a Solution
I know that I can resolve the force P to be along and normal to the end of the wooden beam to find the respective forces separately,applying...
Homework Statement
Calculate the force of magnetic attraction between the northern and southern hemispheres of a uniformly charged spinning spherical shell, with radius R, angular velocity ω, and surface charge density σ. Use the Maxwell Stress TensorHomework Equations
F=\oint \limits_S \...
Homework Statement
Finding the critical value of shear stress at the junction and at the neutral axis
Homework Equations
stress max = (Bending moment x height from neutral axis)/Moment of inertia
Shear stress = Shear force/area
The Attempt at a Solution
I am able to do the first 2 parts but...
Hey all,
So I have this beam problem and I honestly am lost with it!
The beam is I-section cantilever, tapers in depth along its length (See picture attached) with a point load at the free end. I am trying to figure out the deflection formula and how to derive it! Also, when calculating its...
When one substitutes the angle -23.7 into the plane stress transformation equation for SigmaX' you indeed get -46.42 MPa (as shown in the images). However, if you substitute this same angle into the plane stress transformation equation for SigmaY', you yield the other principal stress of 116.4...
Dear Colleagues,
This problem causes me a headache - any suggestions?
I have a truncated cone under bending on two axes.
I take a section where I have two acting side forces - Qx & Qy
I want to find shear stresses acting in the point A which is on a circumstance of the section 45° between axes...
Homework Statement
For a crystalline metal material
- Elastic modulus E
- Poisson ratio v
- A table with test data of stresses vs. total strains, from a monotonic uniaxial tension test, which generates a stress-strain curve.
How would you use this data to find the corresponding pure shear...
Hi,
I have two squeeze balls with pressure sensors inside them. One squeeze ball(Ball A) has a sensor placed at the center while the other one(Ball B) has two sensors, placed very close to the two opposite surfaces. These squeeze balls act as an input to a game developed. Depending upon the...
Homework Statement
Determine the state of stress at point A on the cross section of the beam at section a−a. TakeP = 33kN .
Homework Equations
σ = My/I
The Attempt at a Solution
Moment = Fd = 33000N(500mm) = 165000000
Y = 90.71 (100-9.29, 9.29 being the Ybar of the little piece)
I =...
Hello,
I'm currently in the middle of my graduate studies in medical physics (first year of Master's degree). The program has a reputation among past M.Sc. students of having a very demanding first year in terms of course content.
While I'm having success in terms of GPA (3.8 last semester)...
Hi all,
It's my third year of college studying mathematics. Some of the upper level courses are more challenging, although I'm making it through them. After school, I want to get a masters or PhD in mathematics.
I currently work 10-15 hours a week, and sometimes this adds a lot of stress...
Homework Statement
Determine the state of stress at point A on the cross section at section a−a of the cantilever beam. Take P = 350kN .
Homework Equations
Um . . . σ = P/A ?
The Attempt at a Solution
Yeah I'm not quite sure. I thought it was P/A, using 350000N as "P" and 300000mm^2 as A, but...
I need help understanding a passage in my textbook, where the form of hookes law in continuous elastic media is explained. It says:
"The absence of internal directions in isotopic matter tells us that there are only two tensors available to construct a linear relation between the the stress...
Homework Statement
A dog-bone specimen made by aluminum alloy is used for tensile testing by a force of 4000N via two steel pins. The dimension of the specimen is shown in the following picture; the thickness of specimen and the length of pins are 4mm and 8mm, respectively. The mechanical...
I would appreciate any help with the following question:
I know that for relativistic field theories, the stress tensor can be obtained from the classical action by differentiating with respect to the metric, as is explained on the wikipedia page...
Hello
So I've done some calculations, I'd like to see if my stuff is right. Thanks :)
Please view attached http://i.imgur.com/AfMZyr0.jpg
area = (pi)(9^2) = 254.46
Cos53.13=15/CG
CG=25kN
Normal stress = 25000/254.46
=98.25
I am looking for a robust text on stress analysis using photoelasticity.
Razumovsky's "Interference-Optical Methods of Solid Mechanics" has been the best looking one so far, but with a >£100 price tag with only Chapter 1 (=30 pages) useful to me, I could do with finding an equally robust...
Homework Statement
I've used all the proper equations and done all the work with no problem. My only question is when computing the maximum stress, how do I know which one is the tensile and which on is the compressive? I've attached all my work and came out with Max stress = 3.84 Mpa and Max...
Hello all,
I have a homework question that I am almost 100% sure that I solved, so I do not believe that this post should go into the "Homework Questions" section. This thread does not have to do with the answer to that homework question anyways, but rather a curiosity about whether or not this...
I am doing FEA analysis using Abaqus and I need to get the average/min/max Von Mises stress for a section rather than the Von Mises stress for each individual element.
I have tried using python scripts such as http://www.eng-tips.com/viewthread.cfm?qid=184288 however I have had no success as of...
Homework Statement
For reasons based on cost,weight,availability , etc., the choice is made to construct the rod from aluminum of
σall = 100 MPA. What is an appropriate choice for the rod diameter ? Givens: (P=50 KN)
Homework EquationsThe Attempt at a Solution
σall=P/A , then he get the Area...
This isn't a homework question. I just have a thought I'd like an answer to. When I think of a bending beam it's obvious to me that the point on that beam which is under the most stress would be the center ( assuming equal loads on each side). my question is what is the scientific explanation...
MODERATOR NOTE: THIS THREAD WAS ORIGINALLY IN ANOTHER FORUM, SO THERE IS NO TEMPLATE.
I have a hollow shaft made of a titanium alloy, Shear Modulus "G". The shaft has a wall thickness of 3.2mm and an inner diameter of 20mm. The shaft looks as show in the attached image. A torque T of 232 Nmm...