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).
I've noticed the only times I truly feel stressed are when I don't manage my time well and I end up somewhat backed up on coursework and have to learn and apply a lot of tough concepts in a short amount of time.
Did anyone here go through school with lower amounts of stress (no stress would...
Homework Statement
L=52 in
A=2.76 in^2
E=10.4*10^6 psi
Homework Equations
σ=F/A
ε=σ/E
δ=εLThe Attempt at a Solution
4) σAB = (3P)/A
ε=(3P)/(AE)
δAB=(3PL)/(6AE) → δAB=(PL)/(2AE)
solving for P
P=[0.17*2*2.76*(10.4*106)]/52 → P=187680 lb → P=187.7 kip
5) Because AB and CD are in tension i...
Homework Statement
2)Both, a brass tube and the steel rod located inside the brass tube are solidly attached to common end plates A and B at either end.
The respective diameters are :
Do = 5.4 [cm]
Di = 3.0 [cm]
d= 2.8[cm]
Brass:
alpha=19x10^-6/degree celcius
E=210GPa
Steel...
Hi all,
I have been reading up about continuum mechanics recently, and have a question regarding the reduction in stiffness coefficients in the stiffness matrix.
I am aware of how the stiffness matrix is reduced to 21 coefficients. However, in order to reduce it from 21 to 13, one has to...
if you look at the attached photo.
we have 2 beams, 1) is shorter, 2) is longer. cross-sectional area is the same. same force is applied X cm from the fixed end.
what is the max stress in each case? why are they the same ( and why not)?
Take gravity out of the equation.
FEA shows...
I have a design where a beam gets welded to a plate. The plate is not against a wall or foundation, but for simplicity I can say that the edges of the plate are fixed. I am concerned about the stress in the plate, and the deflection in the beam. I have access to solidworks simulation, but I want...
Homework Statement
I am pretty confused with how to go about answering this question:
Calculate the maximum lenth of conveyor which can be used to avoid the belt failing from stress, for an installation carrying 140 t/h up a gradient of 10 degrees, if the belt width is 1.1m, the speed is 1.7...
Are those the same? if not, how do I calculate the initial yield stress from the tensile strength? all the materials properties I see on the web only specify tensile strength, and I need the initial yield stress as an input on non-linear FEA analysis. Is it possible to extract the initial yield...
Homework Statement
The depicted construct is made of a rod with a square cross-section and two plates. The plates are jointed together through 4 similar rivets. The square rod is welded to the wall at "B" and to the plates at the other end through peripheral corner welds.
On the board acts an...
Homework Statement
Here is the problem along with the solution:
I am confused about part (a). Why is it that the area used is 2*0.008*(0.036-0.016). If you draw a cross section at just one of the holes, wouldn't that give you the max average stress? So the area used should instead be...
A 25mm diameter solid circular section bar made from given material tested is to be
bored axially to produce a cylinder of uniform thickness. If this cylinder is then subjected
to an axial tensile load of 75kN, what is the maximum diameter of the bore possible if the
stress in the cylinder is...
why stress is "bad" for the heart
Hi. I don't understand why stress is "bad" for the heart while exercising is "good". For example I'm having a final exam tomorrow worth 100% of my grade for a course and I'm having a huge stress (I feel adrenaline rushes almost permanently). I'm also used to...
Homework Statement
An open-end cylinder with inner and outer diameters of 2a=30 and 2b= 60 mm, respectively, is subjected to a uniform temperatures change from 25 oC to 45 oC. Assuming the cylinder is rest on a table and free to move, determine the stress and the final dimensions (i.e. length...
Homework Statement
Calculate the deformation of a sphere of radius R and density \rho under the influence of its own gravity. Assume Hooke's law holds for the material.
Homework Equations
Not applicable; my question is simply one of understanding.
The Attempt at a Solution
I want...
if you have a beam or something, anchored at one end and apply a moment at the other end, then the bending stress is given by M*y / I, where I is the moment of inertia of the beam. what affect does the length of the beam (i.e. the distance between the anchor and the end of the beam, where the...
Homework Statement
After the shaft is manufactured you are informed by the client that the shaft is subjected to an additional thrust force of 5000N. Provide a revised factor of safety for the client.
Found the previous factor of safety to equal 2
Shear stress τ = 250MPa
Diameter = 36mm...
Homework Statement
"Texbooks that describe perfect fluids are often a little unclear about what is being assumed. It may not be immediately obvious why can't the pressures be different in different directions? Let's examine this. Suppose Tαβ = diag(ρ,(1+ε)P,P,P) . Show that if one performs a...
Hello .. I have problem understanding how to decide which material is more elastic based on stress strain curve.. my understanding is as follows
1)if a material has big youngs modulus.. then it is more stiff
2)a material with a big youngs modulus may be or may not be very elastic (elasticity...
1. Knowing that a 0.5 mm gap exists when the temperature is 20 degree celsius,
Determine the tempature at which the normal stress in the aluminum bar will be equal to -90 MPa,And the corresponding exact length of the aluminum bar.
The Attempt at a Solution
I am not familiar with this topic...
I have completed bending moment and shear force diagrams and have a question asking for the mean shear stress. I know this is worked out using the formula: tau = F/A.
I am unsure of what force to use is it the max shear force on my diagram? My other thought is that it could be an avergae of...
Hi guys.
Please look at the uploaded picture.
Normal stress is difined as: σ= P/A. And the Maximum normal stress σ = P/ (b*h/cos(θ)) ??
The right answers should be σAB= 97,7 MPa and σBC = -66,5 MPa. But how do I calculate it?
What I have tried:
Force AB: 40* sin(60deg) = 34,641 kN...
Homework Statement
One end of a uniform 3 m beam, that weighs 15 N, is supported by a mass-less cable. The other end rests against the wall. The coefficient of static friction between the wall and the beam is μs=.5
Figure: http://i.imgur.com/Ad9R2.jpg?1
Determine the minimum distance x...
1. Homework Statement I have a bar, 500mm long (0.05m) 10mm wide (0.01m) and 3mm deep (0.003 m)The bat has a load applied in the centre of 30nI know the maximum yield stress is 150 mpa 150x10^6How do I calculate the maximum load the bar can take?2. Homework Equations I used stress = m y / I3...
Homework Statement
I have a bar, 500mm long (0.05m) 10mm wide (0.01m) and 3mm deep (0.003 m)
The bat has a load applied in the centre of 30n
I know the maximum yield stress is 150 mpa 150x10^6
How do I calculate the maximum load the bar can take?
Homework Equations
I used...
Hello,
I am supposed to find an expression for the general stress wrt height within a truncated cone of lower and upper radii a and b (a>b), pulled down from its vertical axis by a force of the same magnitude as that pulling it up. The diagram implies that the height between the upper and lower...
Hi, I have a problem calculating the required torque that needs to be applied to a bolt.
I need to torque the bolt to a maximum of 75% of the yield strength of the bolt (which I have worked out)
However I am having trouble figuring out what torque will actually apply this stress to the bolt...
Homework Statement
Here is the problem:
I have to calculate the maximum stress for A, B and C.
Homework Equations
I used:
σ = y*F*L / 4*I (but I don't think this is right)
σ = maximum stress
y = Perpendicular distance from to neutral axis
F = load
L = length of beam
I...
Tensile stress given theta and force (I'm kinda desperate)
Homework Statement
Aluminum wire is lightweight. You can hang a piece of it nearly horizontally with very little tension. After having done so, you then hang a HEAVY (25 kg) block from the wire. The wire sags to make an angle of 12...
Homework Statement
Here is the problem with my attempt at the solution:
The magnitude of my answers are correct, HOWEVER I am getting the wrong signs. For the force balance in the x direction I get a negative P but for the force balance in the y direction I get a positive P. Does anyone...
Rubber has roughly a stress of 1.0 MPa per unit strain . how much stress has been applied to the rubber band?
Stress = f/a
though it was straight forward and used the formula for stress but when I looked at the answer it was 2.0 x 10^6 Pa But why?
Hello,
Considering stress energy tensor as:
[T00,T01,T02,T03
T10,T12,T13,T14
T20,T21,T22,T24
T30,T31,T32,T33]
Is T00=Energy density?
Is T10,T20,T30 = momentum density?
t02=energy flux?
t11,t22,t33=pressure?
which is the momentum flux?
where is the shear stress?
Thanks,
--...
This is regarding youngs elastic modulus
I need help as I am trying to figure out the stress and strain of an elastic band when a force has been applied - in youngs modulus.
Does anyone know how to go about this?
Homework Statement
Hi guys! If I have two positive charges really close to each other, what would be the electric stress between the positive charges? Now I don't need a numerical answer, but I would like to know if my attempt is correct.
Homework Equations σ=ε(EiEj-(1/2)δij(E^2))...
Hi everyone,
so I'm trying to understand how to use the (Cauchy I think?) stress tensor. The definition I have is that the element \sigma_{\alpha\beta} of the stress tensor σ is the force per unit area in the α direction on a surface that's normal to the β direction.
I also have a...
Hello,
I am new to this, if somebody could help me:
The energy density in stress-energy-tensor is the amount of energy stored in a given system per unit mass. The T00=energy density.
In a 4x4 matrix, we generally start with 1,1. Why it is 0,0?
Secondly, what does energy density mean...
Homework Statement
The stress of a particular material, σ, is a function of x and y, where x is stress in the x-direction and y is stress in the y direction. the stress function is given by:
σ(x,y)= e^{y} ln(2x+3y)
when x=2cm @ 3cm/s
y=3cm @ 1cm/s
Homework Equations...
Homework Statement
A beam (note: part of a truss, I chose to use the beam in the truss with the most force and length for my calculations, which I assume is the correct thing to do) of length 6m with a force of 9N is being constructed out of a material with a Young's Modulus of E = 70 \times...
Homework Statement
For a plane stress state, show that the principal stresses and strains occur in the same direction?
Homework Equations
Hookes Law for PLane Stress States
Principal Stress is tan(2θ)=2δ/(\sigmax-\sigmay)
Principal Strain is tan(2θ)=\gammaxy/(\epsilonx-\epsilony)...
Homework Statement
The principal stresses at a point in a material are 50 MN/m^2 and 30 MN/m^2 , both in tension. If the angle between the Ox axis and the direction in which the greater stress acts is 40º measured anticlockwise from the direction of the greater principal stress, find σx and...
I need to find the stress σ (defined as normal force/area, in N/m^2) for the following simple situation. The forces are not equal. I can't wrap my head around what's going on - the whole system should be accelerated, so what's the final force that should be used for calculating the stress?
Homework Statement
Everything needed is written in the question ( Open the attached image )
Nyhow the required is to find the value of P.Homework Equations
Shear stress = \frac{ \Delta V }{\Delta A} eq 1
normal stress = \frac{ \Delta N }{\Delta A} eq 2The Attempt at a SolutionFor the...
Hey guys,
I am trying to conceptualize as to why shear stress in a vessel is highest at the wall of the vessel and why it is at a minimum at the center.
First let me see if I actually understand shear stress - In a vessel with blood flow, it is the force required to overcome the...
Homework Statement
Establish the constitutive relationship for the cantilever beam material, i.e., provide an empirical formula for the relationship σxx=σxx(εxx) and generate a plot of this relationship. What is the cantilever beam material?
Homework Equations
This is a pure beam bending...
Homework Statement
A positive moment of 12000Nmm at the tip applied as two equal and opposite point loads of 1000N in the x direction at C and D.
The beam is fully fixed along AB. Young's modulus E = 200*(10^3) MPa and the poisson's ratio = 0.3.
Geometric Properties: Width, b=10mm...
Stress -- Cross-sectional and Inclined planes
As per attachment...
"On the cross-sectional plane mm the uniform stress is given
by P/A, while on the inclined plane mm the stress is of magnitude P/A'. In both cases
the stresses are parallel to the direction of P."
The parallel part...
Is anyone familiar with the Roark's text that can clarify some terms for me? I am trying to clarify what Roark is referring to in the above mentioned text in the section on short beams (in the 5th edition 7.10 and in the 7th edition 8.10). Throughout the text, he uses the terms "span" and...
Homework Statement
A 12cm X 12 cm square plate of AISI 1010 steel (E=200 GPa) us subjected to normal tensile forces of 15 kN and 20 kN on the top and right edges as shown in figure P22. The thickness of the plate is 5mm, and the left and bottom edges of the plate are fixed. Find the normal...
Homework Statement
Here is the question with the solution:
The Attempt at a Solution
I understand the first part where they find the forces by summation of moments. However I don't understand how they got that area. Why would they take the diameter (0.016) and subtract it from the length...