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- Differential_inclusion abstract "In mathematics, differential inclusions are a generalization of the concept of ordinary differential equation of the formwhere F is a multivalued map, i.e. F(t, x) is a set rather than a single point in . Differential inclusions arise in many situations including differential variational inequalities, projected dynamical systems, dynamic Coulomb friction problems and fuzzy set arithmetic. For example, the basic rule for Coulomb friction is that the friction force has magnitude μN in the direction opposite to the direction of slip, where N is the normal force and μ is a constant (the friction coefficient). However, if the slip is zero, the friction force can be any force in the correct plane with magnitude smaller than or equal to μN Thus, writing the friction force as a function of position and velocity leads to a set-valued function.".
- Differential_inclusion wikiPageID "13725281".
- Differential_inclusion wikiPageRevisionID "590634516".
- Differential_inclusion hasPhotoCollection Differential_inclusion.
- Differential_inclusion subject Category:Dynamical_systems.
- Differential_inclusion subject Category:Variational_analysis.
- Differential_inclusion type Abstraction100002137.
- Differential_inclusion type Attribute100024264.
- Differential_inclusion type DynamicalSystem106246361.
- Differential_inclusion type DynamicalSystems.
- Differential_inclusion type PhaseSpace100029114.
- Differential_inclusion type Space100028651.
- Differential_inclusion comment "In mathematics, differential inclusions are a generalization of the concept of ordinary differential equation of the formwhere F is a multivalued map, i.e. F(t, x) is a set rather than a single point in . Differential inclusions arise in many situations including differential variational inequalities, projected dynamical systems, dynamic Coulomb friction problems and fuzzy set arithmetic.".
- Differential_inclusion label "Differential inclusion".
- Differential_inclusion label "Дифференциальное включение (математика)".
- Differential_inclusion label "微分包含式".
- Differential_inclusion label "微分包含式".
- Differential_inclusion sameAs 微分包含式.
- Differential_inclusion sameAs m.03cgbmg.
- Differential_inclusion sameAs Q1054638.
- Differential_inclusion sameAs Q1054638.
- Differential_inclusion sameAs Differential_inclusion.
- Differential_inclusion wasDerivedFrom Differential_inclusion?oldid=590634516.
- Differential_inclusion isPrimaryTopicOf Differential_inclusion.