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SYMMETRICAL COMPONENTS

  • Symmetrical components
  • Method of analysis of unbalanced three-phase power systems

    In electrical engineering, the method of symmetrical components simplifies the analysis of a three-phase power system exhibiting an electrical fault or

    Symmetrical components

    Symmetrical components

    Symmetrical_components

  • Charles LeGeyt Fortescue
  • Canadian electrical engineer

    signal — could be expressed as the sum of N symmetrical sets of balanced phasors known as symmetrical components. The paper was judged to be the most important

    Charles LeGeyt Fortescue

    Charles_LeGeyt_Fortescue

  • Electrical fault
  • Defect that causes abnormal electric current

    these types of faults is often simplified by using methods such as symmetrical components. In three-phase systems, a fault may involve one or more phases

    Electrical fault

    Electrical_fault

  • List of map projections
  • lines and parallels as complete, concentric circles. They are radially symmetrical. In any presentation (or aspect), they preserve directions from the center

    List of map projections

    List_of_map_projections

  • Component
  • Topics referred to by the same term

    signals Electronic component, a constituent of an electronic circuit Symmetrical components, in electrical engineering, analysis of unbalanced three-phase power

    Component

    Component

  • Hexagonal architecture (software)
  • Software design pattern

    application components that can be easily connected to their software environment by means of ports and adapters. This makes components exchangeable

    Hexagonal architecture (software)

    Hexagonal_architecture_(software)

  • Principal component analysis
  • Method of data analysis

    directions (principal components) capturing the largest variation in the data can be easily identified. The principal components of a collection of points

    Principal component analysis

    Principal component analysis

    Principal_component_analysis

  • Single-line diagram
  • Simplest symbolic representation of an electric power system

    economic, information to be included. When using the method of symmetrical components, separate single-line diagrams are made for each of the positive

    Single-line diagram

    Single-line diagram

    Single-line_diagram

  • Alpha–beta transformation
  • Mathematical transformation in engineering

    the phase quantities onto a rotating two-axis reference frame. Symmetrical components Y-Δ transform Vector control (motor) O'Rourke, Colm J. (December

    Alpha–beta transformation

    Alpha–beta_transformation

  • Zigzag transformer
  • Type of electric transformer

    longer in balance; fluxes in the windings no longer oppose. (Using symmetrical components, this is Ia0 = Ib0 = Ic0.) Zero-sequence (earth fault) current exists

    Zigzag transformer

    Zigzag transformer

    Zigzag_transformer

  • Schematic
  • Representation of a system using abstract graphic symbols

    be approximated by a linear system), then Fortescue's theorem (symmetrical components) can be applied. In this way, from the one-line diagram, three different

    Schematic

    Schematic

    Schematic

  • Two-phase electric power
  • Electric power distribution system

    completely separated. It was not until the invention of the method of symmetrical components in 1918 that polyphase power systems had a convenient mathematical

    Two-phase electric power

    Two-phase electric power

    Two-phase_electric_power

  • Alternating current
  • Electric current that periodically reverses direction

    Calculations in unbalanced three-phase systems were simplified by the symmetrical components methods discussed by Charles LeGeyt Fortescue in 1918. Electronics

    Alternating current

    Alternating current

    Alternating_current

  • Direct-quadrature-zero transformation
  • Tensor that rotates the reference frame to simplify analysis

    (A, B, and C components) to express, now only takes 2 (X and Y components) since the Z component is zero. Therefore, the X and Y component values must

    Direct-quadrature-zero transformation

    Direct-quadrature-zero_transformation

  • NSC
  • Topics referred to by the same term

    sufficient condition, a concept in logic Negative sequence component, see Symmetrical components New Safe Confinement, the structure intended to contain

    NSC

    NSC

  • Scott-T transformer
  • Type of electrical circuit

    power factor).[citation needed] Alternating current Polyphase coil Symmetrical components High-leg delta Distribution Transformer Manual, GET-2485T. Hickory

    Scott-T transformer

    Scott-T_transformer

  • Symmetric-key algorithm
  • Algorithm

    Symmetric-key algorithms are algorithms for cryptography that use the same cryptographic keys for both the encryption of plaintext and the decryption

    Symmetric-key algorithm

    Symmetric-key algorithm

    Symmetric-key_algorithm

  • Strain-rate tensor
  • Concept in physics

    derivative of the strain tensor with respect to time, or as the symmetric component of the Jacobian matrix (derivative with respect to position) of the

    Strain-rate tensor

    Strain-rate tensor

    Strain-rate_tensor

  • Three-phase electric power
  • Form of alternating current

    is greater than for a perfectly balanced system. The method of symmetrical components is used to analyze unbalanced systems. With linear loads, the neutral

    Three-phase electric power

    Three-phase electric power

    Three-phase_electric_power

  • Polyphase system
  • Means of distributing alternating-current electrical power

    transformer Phase converter Polyphase coil Y-Δ transform method of Symmetrical components Blalock, TJ (March–April 2004). "The first polyphase system: a look

    Polyphase system

    Polyphase system

    Polyphase_system

  • AC power
  • Power in alternating current systems

    debate did not come until the late 1990s. A new definition based on symmetrical components theory was proposed in 1993 by Alexander Emanuel for unbalanced

    AC power

    AC power

    AC_power

  • Reactances of synchronous machines
  • Constants in electrical engineering

    systems it is common to describe a system of symmetrical components. This models the machine by three components, each with a positive sequence reactance

    Reactances of synchronous machines

    Reactances_of_synchronous_machines

  • List of electrical engineers
  • Jay Forrester American computer pioneer Charles Legeyt Fortescue Symmetrical components for three-phase power system analysis Jean Baptiste Joseph Fourier

    List of electrical engineers

    List_of_electrical_engineers

  • Very-long-baseline interferometry
  • Comparing widely separated telescope wavefronts

    distribution can be written as the sum of a symmetric component and an anti-symmetric component. The symmetric component of the brightness distribution only contributes

    Very-long-baseline interferometry

    Very-long-baseline interferometry

    Very-long-baseline_interferometry

  • Field-oriented control
  • Method to control electric motors

    example BLDC) are identified as two orthogonal components that can be visualized with a vector. One component defines the magnetic flux of the motor, the

    Field-oriented control

    Field-oriented_control

  • Mathematics of three-phase electric power
  • Mathematics and basic principles of three-phase electric power

    unbalanced cases is greatly simplified by the use of the techniques of symmetrical components. An unbalanced system is analysed as the superposition of three

    Mathematics of three-phase electric power

    Mathematics of three-phase electric power

    Mathematics_of_three-phase_electric_power

  • Phasor
  • Complex number representing a particular sine wave

    unbalanced circuits can be treated as an algebraic combination of symmetrical components. This approach greatly simplifies the work required in electrical

    Phasor

    Phasor

    Phasor

  • Symmetric space
  • (pseudo-)Riemannian manifold whose geodesics are reversible

    In mathematics, a symmetric space is a Riemannian manifold (or more generally, a pseudo-Riemannian manifold) whose group of isometries contains an inversion

    Symmetric space

    Symmetric space

    Symmetric_space

  • Edith Clarke
  • American electrical engineer and professor (1883–1959)

    to GE engineers. This two-volume textbook teaches the method of symmetrical components. This is a mathematical means for engineers to study and solve problems

    Edith Clarke

    Edith_Clarke

  • Symmetric multiprocessing
  • Equal sharing of all resources by multiple identical processors

    Symmetric multiprocessing or shared-memory multiprocessing (SMP) involves a multiprocessor computer hardware and software architecture where two or more

    Symmetric multiprocessing

    Symmetric multiprocessing

    Symmetric_multiprocessing

  • Breaking capacity
  • Electrical apparatus

    the total current or just in terms of the alternating-current (symmetrical) component. Since the time of opening of a fuse or switch is not coordinated

    Breaking capacity

    Breaking_capacity

  • Prospective short-circuit current
  • devices in the system must respond to all three cases. The method of symmetrical components is used to simplify analysis of unsymmetrical faults in three-phase

    Prospective short-circuit current

    Prospective_short-circuit_current

  • Sail components
  • Features that define a (ship) sail's shape and function

    orientation to the vessel (e.g. fore-and-aft) and its shape, (e.g. (a)symmetrical, triangular, quadrilateral, etc.). Sails are typically constructed out

    Sail components

    Sail components

    Sail_components

  • List of Neon Genesis Evangelion chapters
  • Part 2: A Journey Without Maps Part 3: The Apple´s Core Part 4: Symmetrical Components Part 5: An Invitation North Part 6: The Invitees Part 7: Divergent

    List of Neon Genesis Evangelion chapters

    List_of_Neon_Genesis_Evangelion_chapters

  • Elementary symmetric polynomial
  • Mathematical function

    the elementary symmetric polynomials are one type of basic building block for symmetric polynomials, in the sense that any symmetric polynomial can be

    Elementary symmetric polynomial

    Elementary_symmetric_polynomial

  • Passive optical network
  • Technology used to provide broadband to the end consumer via fiber

    requirements for these components were published in 2010 by Telcordia Technologies. The broad variety of passive optical components applications include

    Passive optical network

    Passive optical network

    Passive_optical_network

  • Mabel MacFerran Rockwell
  • American electrical engineer (1902–1979)

    stability. She made one of the earliest applications of the method of symmetrical components to power systems. Along with Roy B. Ashbrook, Roy Edwin Quanstrom

    Mabel MacFerran Rockwell

    Mabel_MacFerran_Rockwell

  • Tensor operator
  • Tensor operator generalizes the notion of operators which are scalars and vectors

    independent antisymmetric components { A ^ i j } {\displaystyle \{{\hat {A}}_{ij}\}} and six independent symmetric component { S ^ i j } {\displaystyle

    Tensor operator

    Tensor operator

    Tensor_operator

  • Supramolecular chirality
  • Supramolecular assemblies that are non-superposable on their mirror images

    non-symmetric arrangement of molecular components in a non-covalent assembly. Chirality may arise in a supramolecular system if one of its component is

    Supramolecular chirality

    Supramolecular_chirality

  • Glossary of electrical and electronics engineering
  • List of definitions of terms and concepts used in electrical engineering and electronics

    instead of numerical solutions for a particular case of values. symmetrical components A technique to simplify analysis of unbalanced polyphase systems

    Glossary of electrical and electronics engineering

    Glossary_of_electrical_and_electronics_engineering

  • Frenesy (physics)
  • Concept in physics

    processes or Langevin dynamics), frenesy corresponds to the time-symmetric component of the action functional, which includes trajectory-dependent quantities

    Frenesy (physics)

    Frenesy_(physics)

  • St. Sebastian (Mannheim)
  • Catholic Church in Mannheim, Germany

    the Mannheim architectural scheme of public buildings with almost symmetrical components and the tower in the center. The connection between the secular

    St. Sebastian (Mannheim)

    St. Sebastian (Mannheim)

    St._Sebastian_(Mannheim)

  • Symmetric tensor
  • Tensor invariant under permutations of vectors it acts on

    {\displaystyle T_{i_{1}i_{2}\cdots i_{k}}} (the components of the tensor in the basis) that are symmetric on the indices. That is to say T i σ 1 i σ 2 ⋯

    Symmetric tensor

    Symmetric_tensor

  • Ambisonic data exchange formats
  • Formats used for Ambisonics

    same fashion, with the z-rotationally symmetric component at the end, going through the horizontal components first. It is, however, incompatible with

    Ambisonic data exchange formats

    Ambisonic_data_exchange_formats

  • Connectivity (graph theory)
  • Basic concept of graph theory

    graph is connected if and only if it has exactly one connected component. The strong components are the maximal strongly connected subgraphs of a directed

    Connectivity (graph theory)

    Connectivity (graph theory)

    Connectivity_(graph_theory)

  • Network analyzer (AC power)
  • Special-purpose analog computers

    measurement could be obtained. Model components were single-phase devices, but using the symmetrical components method, unbalanced three-phase systems

    Network analyzer (AC power)

    Network_analyzer_(AC_power)

  • Component (graph theory)
  • Maximal subgraph whose vertices can reach each other

    has exactly one component, consisting of the whole graph. Components are sometimes called connected components. The number of components in a given graph

    Component (graph theory)

    Component (graph theory)

    Component_(graph_theory)

  • Cockrell School of Engineering
  • College of The University of Texas at Austin

    engineering in the US and inventor of Clarke Calculator and method of symmetrical components John B. Goodenough, recipient of 2019 Nobel Prize in Chemistry for

    Cockrell School of Engineering

    Cockrell_School_of_Engineering

  • Method of steepest descent
  • Extension of Laplace's method for approximating integrals

    } The contraction of any symmetric matrix B with an arbitrary matrix A is i.e., the anti-symmetric component of A does not contribute because

    Method of steepest descent

    Method_of_steepest_descent

  • Moment of inertia
  • Scalar measure of the rotational inertia with respect to a fixed axis of rotation

    the operator into a skew-symmetric matrix, [ b ] {\displaystyle \left[\mathbf {b} \right]} , constructed from the components of b = ( b x , b y , b z

    Moment of inertia

    Moment of inertia

    Moment_of_inertia

  • List of University of Texas at Austin faculty
  • US; power engineer; inventor of Clarke Calculator and method of symmetrical components; fellow of IEEE; Society of Women Engineers Achievement Award No

    List of University of Texas at Austin faculty

    List_of_University_of_Texas_at_Austin_faculty

  • Skew-symmetric matrix
  • Form of a matrix

    In mathematics, particularly in linear algebra, a skew-symmetric (or antisymmetric or antimetric) matrix is a square matrix whose transpose equals its

    Skew-symmetric matrix

    Skew-symmetric_matrix

  • Bartlett's bisection theorem
  • both halves are symmetrical. Lattice topology filters are not very common. The reason for this is that they require more components (especially inductors)

    Bartlett's bisection theorem

    Bartlett's_bisection_theorem

  • Constitutionality of the National Popular Vote Interstate Compact
  • Issue in U.S. Constitutional law

    School of Law student Kristin Feeley that argued that the principle of symmetric federalism in the Guarantee Clause of Article IV, Section IV that states

    Constitutionality of the National Popular Vote Interstate Compact

    Constitutionality_of_the_National_Popular_Vote_Interstate_Compact

  • Chromatic symmetric function
  • Symmetric function invariant of graphs

    The chromatic symmetric function is a symmetric function invariant of graphs studied in algebraic graph theory, a branch of mathematics. It is the weight

    Chromatic symmetric function

    Chromatic_symmetric_function

  • SL (complexity)
  • In computational complexity theory, SL (Symmetric Logspace or Sym-L) is the complexity class of problems log-space reducible to USTCON (undirected s-t

    SL (complexity)

    SL_(complexity)

  • Vasiliev equations
  • Equations relating to massless particles in AdS space

    -equation is as follows: The diagonal components with k=m are the higher-spin vierbeins, whose totally-symmetric component can be identified with the Fronsdal

    Vasiliev equations

    Vasiliev_equations

  • Symmetric algebra
  • "Smallest" commutative algebra that contains a vector space

    In mathematics, the symmetric algebra S(V) (also denoted Sym(V)) on a vector space V over a field K is a commutative algebra over K that contains V, and

    Symmetric algebra

    Symmetric_algebra

  • Balanced circuit
  • Electronic circuit with two signal transmission lines of matching impedance

    by a symmetrical circuit, which is a circuit showing symmetry of its components about a vertical line at its midpoint. An example of a symmetrical circuit

    Balanced circuit

    Balanced circuit

    Balanced_circuit

  • Laplacian matrix
  • Matrix representation of a graph

    \end{cases}}} The symmetrically normalized Laplacian matrix is symmetric if and only if the adjacency matrix is symmetric. For a non-symmetric adjacency matrix

    Laplacian matrix

    Laplacian_matrix

  • Invariants of tensors
  • Concept in multilinear algebra and representation theory

    components, A i j {\displaystyle A_{ij}} , will give the same result for all Cartesian bases. For example, even though individual diagonal components

    Invariants of tensors

    Invariants_of_tensors

  • Ring of symmetric functions
  • particular in algebraic combinatorics, the ring of symmetric functions is a specific limit of the rings of symmetric polynomials in n indeterminates, as n goes

    Ring of symmetric functions

    Ring_of_symmetric_functions

  • Dot product
  • Algebraic operation on coordinate vectors

    the positive-definite norm can be salvaged at the cost of giving up the symmetric and bilinear properties of the dot product, through the alternative definition

    Dot product

    Dot_product

  • Burmester Audiosysteme
  • German audio equipment company

    referred to as Burmester, is a German manufacturer of high-end audio components. The company is based in Berlin-Schöneberg and was founded in 1977 by

    Burmester Audiosysteme

    Burmester_Audiosysteme

  • PID controller
  • Control loop feedback mechanism

    PID controllers work best when the loop to be controlled is linear and symmetric. Thus, their performance in non-linear and asymmetric systems is degraded

    PID controller

    PID_controller

  • Reciprocity (electrical networks)
  • Property of a circuit

    network. A symmetric matrix does not imply a symmetric network. In some parametisations of networks, the representative matrix is not symmetrical for reciprocal

    Reciprocity (electrical networks)

    Reciprocity_(electrical_networks)

  • Spectral leakage
  • Effect in signal processing

    where components have dissimilar frequencies and amplitudes, are called high dynamic range. Conversely, windows that can distinguish components with similar

    Spectral leakage

    Spectral_leakage

  • Submerged-arc furnace for phosphorus production
  • carbon monoxide and phosphorus gas, leaves the furnace through two symmetrically placed outlet vents situated above the ferrophosphorus tap hole in the

    Submerged-arc furnace for phosphorus production

    Submerged-arc furnace for phosphorus production

    Submerged-arc_furnace_for_phosphorus_production

  • Centering matrix
  • Kind of matrix

    matrix is a symmetric and idempotent matrix, which when multiplied with a vector has the same effect as subtracting the mean of the components of the vector

    Centering matrix

    Centering_matrix

  • Weak component
  • Partition of vertices of a directed graph

    reachability. In more detail, Knuth (2022) defines the weak components through a combination of four symmetric relations on the vertices of any directed graph, denoted

    Weak component

    Weak_component

  • VIP2 experiment
  • The aim of VIP2 is to search for new quantum states, which have a symmetric component in an otherwise antisymmetric state. These non-Paulian states can

    VIP2 experiment

    VIP2_experiment

  • Heredity
  • Passing of traits to offspring from the species' parents or ancestor

    syndromes) are generally autosomal dominant, because it is enough that some components are defective to make the whole structure dysfunctional. This is a dominant-negative

    Heredity

    Heredity

    Heredity

  • Hermitian symmetric space
  • Manifold with inversion symmetry

    In mathematics, a Hermitian symmetric space is a Hermitian manifold which at every point has an inversion symmetry preserving the Hermitian structure

    Hermitian symmetric space

    Hermitian symmetric space

    Hermitian_symmetric_space

  • Index of electrical engineering articles
  • Switched-mode power supply Switchgear Symbolic circuit analysis Symmetrical components Synchro Synchronization (alternating current) Synchronous circuit

    Index of electrical engineering articles

    Index_of_electrical_engineering_articles

  • Fourier transform
  • Mathematical transform that expresses a function of time as a function of frequency

    there are four components, denoted below by the subscripts RE, RO, IE, and IO. And there is a one-to-one mapping between the four components of a complex

    Fourier transform

    Fourier transform

    Fourier_transform

  • Cross product
  • Mathematical operation on vectors in 3D space

    inspired by the fact that each scalar component of a × b is computed by multiplying non-corresponding components of a and b. Conversely, a dot product

    Cross product

    Cross product

    Cross_product

  • Anatomical terms of location
  • Standard terms for unambiguous description of relative placement of body parts

    according to those directions. The three main axes of a bilaterally symmetrical animal that intersect at right angles, are the left-right, the craniocaudal

    Anatomical terms of location

    Anatomical terms of location

    Anatomical_terms_of_location

  • Spinnaker
  • Sail designed for sailing off the wind

    rather than the top like a symmetric spinnaker. This makes asymmetrics a better choice on reaching courses than symmetric spinnakers, which excel when

    Spinnaker

    Spinnaker

    Spinnaker

  • Push–pull output
  • Type of electronic circuit

    alone and increases the power available for a given supply voltage. Symmetrical construction of the two sides of the amplifier means that even-order

    Push–pull output

    Push–pull output

    Push–pull_output

  • Orthogonal group
  • Type of group in mathematics

    lower order. Using π0, O and O/U have two components, KO = BO × Z and KSp = BSp × Z have countably many components, and the rest are connected. In a nutshell:

    Orthogonal group

    Orthogonal group

    Orthogonal_group

  • End-to-end delay
  • Time taken for a packet to travel across a network from source to destination

    distribution in both directions. As delays in both directions become more symmetric, the accuracy increases. The probability mass function (PMF) of absolute

    End-to-end delay

    End-to-end_delay

  • Intermeshing-rotor helicopter
  • Helicopter with two rotors turning in opposite directions

    rotor mast mounted with a slight angle to the other, in a transversely symmetrical manner, so that the blades intermesh without colliding. The arrangement

    Intermeshing-rotor helicopter

    Intermeshing-rotor helicopter

    Intermeshing-rotor_helicopter

  • History of radiation protection
  • resulting in two centromeres instead of one like undamaged chromosomes. Symmetric translocations, detected through fluorescence in situ hybridization (FISH)

    History of radiation protection

    History of radiation protection

    History_of_radiation_protection

  • Communication
  • Transmission of information

    creates it. Models of communication are simplified overviews of its main components and their interactions. Many models include the idea that a source uses

    Communication

    Communication

    Communication

  • SILC (protocol)
  • Protocol

    and authenticated. The packets are secured using algorithms based on symmetric cryptography and authenticated by using Message Authentication Code algorithm

    SILC (protocol)

    SILC_(protocol)

  • Guitar
  • Fretted string instrument

    of passive components, such as potentiometers and capacitors, but may also include specialized integrated circuits or other active components requiring

    Guitar

    Guitar

    Guitar

  • Venn diagram
  • Diagram that shows all possible logical relations between a collection of sets

    He also showed that such symmetric Venn diagrams exist when n is five or seven. In 2002, Peter Hamburger found symmetric Venn diagrams for n = 11 and

    Venn diagram

    Venn diagram

    Venn_diagram

  • Lipoma
  • Benign tumor made of fat tissue

    average age for diagnosis is 35 years.[self-published source] Benign symmetric lipomatosis (Madelung disease) is another condition involving lipomatosis

    Lipoma

    Lipoma

    Lipoma

  • Distortion
  • Alteration of the original shape of a signal

    the relative strength of individual components, in decibels, or the root mean square of all harmonic components: Total harmonic distortion (THD), as

    Distortion

    Distortion

  • Mesitylene
  • Chemical compound

    is a derivative of benzene with three methyl substituents positioned symmetrically around the ring. The other two isomeric trimethylbenzenes are 1,2,4-trimethylbenzene

    Mesitylene

    Mesitylene

  • Excellence theory
  • General theory of public relations

    strategic publics and build long-term relationships with them through symmetrical communication programs. The excellence theory also shows that an organization's

    Excellence theory

    Excellence_theory

  • List of ISO standards 1–1999
  • Determination of shatter indices ISO/R 617:1967 Calculation of rectangular symmetrical fillet welds statically loaded in such a way that the transverse section

    List of ISO standards 1–1999

    List_of_ISO_standards_1–1999

  • Triolein
  • Chemical compound

    Triolein (glyceryl trioleate) is a symmetrical triglyceride derived from glycerol and three units of the unsaturated fatty acid oleic acid. Most triglycerides

    Triolein

    Triolein

    Triolein

  • Gestalt psychology
  • Theory of perception

    processing entire patterns (and "configurations"), not merely individual components of situations or events separately. It emerged in the early twentieth

    Gestalt psychology

    Gestalt psychology

    Gestalt_psychology

  • Boundary conditions in fluid dynamics
  • Constraints to computational problems

    constant pressure boundary conditions, axisymmetric boundary conditions, symmetric boundary conditions, and periodic or cyclic boundary conditions. Using

    Boundary conditions in fluid dynamics

    Boundary_conditions_in_fluid_dynamics

  • Reachability
  • Whether one vertex can be reached from another in a graph

    reachability is symmetric ( s {\displaystyle s} reaches t {\displaystyle t} iff t {\displaystyle t} reaches s {\displaystyle s} ). The connected components of an

    Reachability

    Reachability

  • Lamb waves
  • Elastic waves propagating in solid plates or spheres

    elliptical with its x and z components depending on the depth within the plate. In one family of modes, the motion is symmetrical about the midthickness plane

    Lamb waves

    Lamb waves

    Lamb_waves

  • Part number
  • Identifier of a particular part design in engineering

    "P/N HSC0424PP". The "Part Number" term is often used loosely to refer to items or components (assemblies or parts), and is equivalent to "Item Number", and overlaps

    Part number

    Part number

    Part_number

  • Decabromodiphenyl ether
  • Chemical compound

    209 (decabromodiphenyl ether) and nonabromodiphenyl ether are the main components. The term decaBDE alone refers to only decabromodiphenyl ether, the single

    Decabromodiphenyl ether

    Decabromodiphenyl ether

    Decabromodiphenyl_ether

  • Baden thermal baths
  • Thermal springs in Switzerland

    Limmathof on the other side of the river. The four-storey building appears symmetrical at first glance, but reveals numerous irregularities due to the structure

    Baden thermal baths

    Baden thermal baths

    Baden_thermal_baths

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  • Arghya
  • Boy/Male

    Bengali, Gujarati, Hindu, Indian, Kannada, Telugu

    Arghya

    Components of Puja; Worship; Offering to the Lord

    Arghya

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SYMMETRICAL COMPONENTS

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SYMMETRICAL COMPONENTS

  • Symmetrical
  • a.

    Having the organs or parts of one side corresponding with those of the other; having the parts in two or more series of organs the same in number; exhibiting a symmetry. See Symmetry, 2.

  • Dissymmetrical
  • a.

    Not having symmetry; asymmetrical; unsymmetrical.

  • Asymmetrous
  • a.

    Asymmetrical.

  • Unsymmetrical
  • a.

    Not symmetrical; being without symmetry, as the parts of a flower when similar parts are of different size and shape, or when the parts of successive circles differ in number. See Symmetry.

  • Symmetrical
  • a.

    Having a likeness in the form and size of floral organs of the same kind; regular.

  • Proportionless
  • a.

    Without proportion; unsymmetrical.

  • Unsymmetrically
  • adv.

    Not symmetrically.

  • Unsymmetrical
  • a.

    Being without symmetry of chemical structure or relation; as, an unsymmetrical carbon atom.

  • Peloric
  • a.

    Abnormally regular or symmetrical.

  • Clean-timbered
  • a.

    Well-proportioned; symmetrical.

  • Asymmetric
  • a.

    Alt. of Asymmetrical

  • Symmetrical
  • a.

    Having a common measure; commensurable.

  • Two-sided
  • a.

    Symmetrical.

  • Asymmetrical
  • a.

    Not symmetrical; wanting proportion; esp., not bilaterally symmetrical.

  • Symmetrical
  • a.

    Having an equal number of parts in the successive circles of floral organs; -- said of flowers.

  • Symmetrical
  • a.

    Involving or exhibiting symmetry; proportional in parts; having its parts in due proportion as to dimensions; as, a symmetrical body or building.

  • Symmetral
  • a.

    Commensurable; symmetrical.

  • Symmetrical
  • a.

    Having corresponding parts or relations.

  • Symmetrician
  • n.

    Same as Symmetrian.

  • Symmetric
  • a.

    Symmetrical.