Crossword Solver > found answer > EULERANGLES (euler angles)

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eulerangles

euler angles

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There are 11 letters in EULERANGLES ( A¹E¹G²L¹N¹R¹S¹U¹ )

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9 letters out of EULERANGLES

ALLERGENS

8 letters out of EULERANGLES

ALLEGERS ALLERGEN ENLARGES EUGLENAS GENERALS GLEANERS GRANULES LANGRELS LEAGUERS LEGALESE SULLENER

7 letters out of EULERANGLES

5 letters out of EULERANGLES

AGENE AGERS AGLEE AGREE AGUES ALLEE ANELE ANGEL ANGER ANGLE ARENE ARGLE ARGUE ARGUS ARLES AUGER AURES EAGER EAGLE EAGRE EARLS EARNS EASEL EGERS ELANS ENSUE ENURE ERASE ERNES GALES GALLS GAURS GEARS GEESE GELEE GENES GENRE GENUA GENUS GLANS GLARE GLEAN GLEES GLENS GLUER GLUES GNARL GNARS GRANS GREEN GREES GRUEL GRUES GUANS GUARS GULAR GULES GULLS LAGER LANES LAREE LARES LARGE LASER LEANS LEARN LEARS LEASE LEERS LEGAL LEGER LEGES LENES LENSE LUGER LUGES LUNAR LUNAS LUNES LUNGE LUNGS LURES NARES NEARS NEGUS NULLS NURLS NURSE RAGEE RAGES RALES RANEE RANGE REALS REELS REGAL REGES REGNA RENAL RESEE REUSE RUGAE RUGAL RULES RUNES RUNGS SAGER SANER SAREE SARGE SEGUE SELLE SERAL SERGE SLANG SLUNG SNARE SNARL SNEER SNELL SUGAR SURAL SURGE ULANS ULNAE ULNAR ULNAS URASE UREAL UREAS URGES URSAE USAGE USNEA

4 letters out of EULERANGLES

3 letters out of EULERANGLES

AGE AGS ALE ALL ALS ANE ARE ARS EAR EAU EEL ELL ELS ENG ENS ERA ERE ERG ERN ERS GAE GAL GAN GAR GAS GEE GEL GEN GNU GUL GUN LAG LAR LAS LEA LEE LEG LES LEU LUG NAE NAG NEE NEG NUS RAG RAN RAS REE REG RES RUE RUG RUN SAE SAG SAL SAU SEA SEE SEG SEL SEN SER SUE SUN UNS URN USE

2 letters out of EULERANGLES

AE AG AL AN AR AS EL EN ER ES LA NA NE NU RE UN US

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Definitions of euler angles in various dictionaries:

EULER ANGLES - The Euler angles are three angles introduced by Leonhard Euler to describe the orientation of a rigid body with respect to a fixed coordinate system....

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Euler angles description
The Euler angles are three angles introduced by Leonhard Euler to describe the orientation of a rigid body with respect to a fixed coordinate system. They can also represent the orientation of a mobile frame of reference in physics or the orientation of a general basis in 3-dimensional linear algebra. * Any orientation can be achieved by composing three elemental rotations, i.e. rotations about the axes of a coordinate system. Euler angles can be defined by three of these rotations. They can also be defined by elemental geometry and the geometrical definition demonstrates that three rotations are always sufficient to reach any frame. * The three elemental rotations may be extrinsic (rotations about the axes xyz of the original coordinate system, which is assumed to remain motionless), or intrinsic (rotations about the axes of the rotating coordinate system XYZ, solidary with the moving body, which changes its orientation after each elemental rotation). * Euler angles are typically denoted as α, β, γ, or φ, θ, ψ. Different authors may use different sets of rotation axes to define Euler angles, or different names for the same angles. Therefore, any discussion employing Euler angles should always be preceded by their definition. * Without considering the possibility of using two different conventions for the definition of the rotation axes (intrinsic or extrinsic), there exist twelve possible sequences of rotation axes, divided in two groups:* Proper Euler angles (z-x-z, x-y-x, y-z-y, z-y-z, x-z-x, y-x-y) * Tait–Bryan angles (x-y-z, y-z-x, z-x-y, x-z-y, z-y-x, y-x-z).Tait–Bryan angles are also called Cardan angles; nautical angles; heading, elevation, and bank; or yaw, pitch, and roll. Sometimes, both kinds of sequences are called "Euler angles". In that case, the sequences of the first group are called proper or classic Euler angles.

Euler angles description

The Euler angles are three angles introduced by Leonhard Euler to describe the orientation of a rigid body with respect to a fixed coordinate system. They can also represent the orientation of a mobile frame of reference in physics or the orientation of a general basis in 3-dimensional linear algebra.
* Any orientation can be achieved by composing three elemental rotations, i.e. rotations about the axes of a coordinate system. Euler angles can be defined by three of these rotations. They can also be defined by elemental geometry and the geometrical definition demonstrates that three rotations are always sufficient to reach any frame.
* The three elemental rotations may be extrinsic (rotations about the axes xyz of the original coordinate system, which is assumed to remain motionless), or intrinsic (rotations about the axes of the rotating coordinate system XYZ, solidary with the moving body, which changes its orientation after each elemental rotation).
* Euler angles are typically denoted as α, β, γ, or φ, θ, ψ. Different authors may use different sets of rotation axes to define Euler angles, or different names for the same angles. Therefore, any discussion employing Euler angles should always be preceded by their definition.
* Without considering the possibility of using two different conventions for the definition of the rotation axes (intrinsic or extrinsic), there exist twelve possible sequences of rotation axes, divided in two groups:* Proper Euler angles (z-x-z, x-y-x, y-z-y, z-y-z, x-z-x, y-x-y)
* Tait–Bryan angles (x-y-z, y-z-x, z-x-y, x-z-y, z-y-x, y-x-z).Tait–Bryan angles are also called Cardan angles; nautical angles; heading, elevation, and bank; or yaw, pitch, and roll. Sometimes, both kinds of sequences are called "Euler angles". In that case, the sequences of the first group are called proper or classic Euler angles.

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