Glossary (глосарій)
Special | A | B | C | D | E | F | G | H | I | J | K | L | M | N | O | P | Q | R | S | T | U | V | W | X | Y | Z | ALL
A |
---|
Accuracy is the agreement
between the test result and the "actual"
value. | |
Arched constructionsare the systems which have
curvilinear or polygonal line image | |
B |
---|
Beamis a bar subject to forces or couples that lie in а plane containing the longitudinal axis of the bar | |
C |
---|
Castigliano's theoremthe displacement of an elastic body under the point of application of
any force, in the direction of that force, is given by the partial derivative
of the total internal strain energy with respect to that
force | |
Centroid of an areais the point at which the area might be considered
to be concentrated аnd still leaves unchanged the first moment of the area
about any axis | |
Columnis a long slender bar
subject to axial compression | |
Combined bending and tension or compressionis the case of stresses
state, when in an arbitrary cross-section internal force factors are given to
the normal force and to one or two bending moments are in the perpendicular
planes | |
Combined bending and torsionis case of stresses state at which in arbitrary
cross-section the internal forces are leaded to the twisting and bending
moments | |
Complex bendingis case of stresses state, when in each cross-section internal force
factors are given two bending moments in the perpendicular planes | |
Core of the cross-sectionis the central part of the cross-section, in which or at its limit, the application of compressive force, causes only compressive stresses at all points of the cross-section | |
D |
---|
Deflection is measured from the original neutral surface to the neutral surface of the deformed beam | |
Deformation is a measure of how much an object deforms from its
original dimensions or size in a given direction. Depending on which
deformation you measure, you can calculate different types of strain. | |
Durabilityis the property of the
structure to save its strength, stiffness and stability during the exploitation
time | |
E |
---|
Elasticity is the
ability of a body to resist a distorting influence and to return to its
original size and shape, when that influence or force is removed. | |
Euler Buckling Load
When a column is loaded
axially in compression, it is possible for it to
become unstable before the material reaches its yield
point. This load is termed the 'buckling load'
or often the 'Euler buckling load' and is described
by Pcr = pi2 * E I / L2.
| |
F |
---|
Factor Of Safetyis the ratio of the breaking strength of the material to the load imposed upon it, under usual conditions. | |
First moment of an element of area is given bу the product of the area of the element and the perpendicular
distance between the element and the axis | |
G |
---|
Gage Lengthis the initial distance
between two points that a measurement is being taken.
As the test proceeds, this distance will change but
the original distance will always be the same and
this is what is used when computing strain.
| |
H |
---|
Hooke's LawWhen the applied force is
proportional to the deflection, a material is said
to obey Hooke's law. There is a linear relationship
between the force and displacement and thus, linear
elastic materials obey this law. | |
Hypothesis of the material continuityis the case, when the
material is uniformly distributed in a whole body volume | |
Hypothesis of the material homogeneityis the case, when all
points of the body have the same material properties | |
Hypothesis of the material isotropyis the case, when the
material properties are the same in each direction of a body | |
L |
---|
Load state is corresponds the case when the beam is
loading by only the given external loading | |
M |
---|
Mechanical anisotropywhen a material exhibits different mechanical properties in different directions. | |
Modulus of elasticityis the ratio of the unit stress to the unit strain | |
Modulus of elasticity in shearit The ratio of the shear
stress to the shear strain | |
Modulus of Resilience is a material
property and a measure of the energy a material
can contain. It is the area under the stress-strain
diagram up to the proportional
limit.
| |
Moment of inertia of а finite area about any axis is given by the summation of the moments of inertia about that same axis
of аll of the elements of area contained in the finite area | |
N |
---|
Neckingis a condition that occurs during deformation of a specimen in response to an applied load in which localized deformation occurs within the gauge of the specimen, forming a region with reduced dimensions compared to the original gauge dimensions. | |
Neutral Axis
A beam in flexure has
tension on one side (e.g., the bottom face) and
compression on the other (e.g., the top face).
Somewhere between these two, there is a location of
zero strain and this is the location of the neutral
axis. If the section is symmetric (in both geometry
and materials) the neutral axis is at the geometric
centroid.
| |
O |
---|
Off-centre acting of force of tension or compressionis case of stresses
state in which in any cross-section internal force factors are given to the
normal force and to one or two bending moments in the perpendicular planes | |
P |
---|
Percentage Elongationis the increase in length after fracture divided bу
the initial length and multiplied bу 100 is the percentage elongation. | |
Plasticis a solid material composed of polymer molecules that has some structural rigidity under applied load; typically used in many general purpose applications (e.g., milk jugs, trash bags, disposable utensils, bike helmets). | |
Poisson's ratiois defined as the ratio of the strain in the lateral direction to that in the axial
direction of bar | |
Polymeris an organic compound of high molecular weight with a molecular structure composed of small repeating units (e.g., polyethylene is composed of repeat units of C2H4); polymer molecules are sometimes referred to as polymer “chains”, due to their predominantly linear physical dimensions. | |
Principal axesare the axes, where we have the maximum and minimum values of moment of inertia for a given cross - section | |
Principal moments of inertiaare the moments of inertia, one of them has maximum and another of them has minimum values for a given cross - section | |
Product of inertia of а finite area is given by the summation of the products of inertia about those same
axes of all elements of area contained within the finite area | |
R |
---|
Resistivity is the intrinsic materials
property that describes the ability of a material to resist, or oppose,
the transport of electrical charge in response to an external electric
field. | |
S |
---|
Saint-Venant's PrincipleIt can be stated as follows: If a set of
self-equilibrating loads are applied on a body over an
area of characteristic dimension d,
the internal stresses resulting from these loads are
only significant over a portion of the body of
approximate characteristic dimension d.
Note that this principle is rather vague, as it deals
with 'approximate' characteristic dimensions. It
allows qualitative rather that quantitative
conclusions to be drawn. An
important application of Saint-Venant's principle deal
with end effects in bars and beams. | |
Section Propertiesare properties
specific to the geometry (dimensions) of the setion
used. These are different from material
properties which depend on what an object is
made of. | |
Shear forceis а force acting along the plane which passed
through а body, | |
Shear ModulusShear modulus is the ratio of shear stress divided by the shear
strain in the elastic region. It can also be referred to as modulus of
rigidity or torsion modulus. | |
Shear stress | |
Shearing forceis the algebraic sum of all the vertical forces to one side of any cross
section of the beam | |
Simple beamis freely supported at both ends one | |
Stabilityis the property of the
structure to keep its initial position of equilibrium | |
Statically determinate system the case when there are three equations of
static equilibrium available for the system and these are sufficient to
determine the three unknowns | |
Stiffnessis the ability of the
structure to resist the strains caused by the external forces acting upon it | |
Strain stiffeningis region in a stress-strain curve of a material where the value of stress is continuously | |
Strengthis the ability of the structure to resist the influence of the external forces acting upon it | |
Stress is defined as force
per unit are | |
Stress - Strain Diagramis
a plot
of the stress on the ordinate (y-axis) versus the
strain on the abscissa (x-axis). | |
T |
---|
Tensile StrengthTensile Strength is the maximum tensile stress a material can withstand before failure. | |
Thin-walled pressure vesselsthere are cylindrical spherical conical or
toroidal shells subject to internal or external pressure from а gas or а
liquid. | |
Toughnessis a material
property and a measure of the energy a material
can contain. It is the area under the entire
stress-strain diagram (up to the point of failure).
| |
U |
---|
Ultimate Stress is a material
property that indicates the maximum
stress the material has been observed to sustain. | |
Unit stateof beam is corresponding to the case,
when a beam is loaded with only unity effort | |
Y |
---|
Yield Pointis the ordinate of the point Y at which there is an increase in strain with no increase in
stress | |