• मुक्त ऊर्जा घनत्व | |

free: स्वाधीन देश | |

free energy: प्राप्यतम ऊर्जा | |

energy: तेज बल शक्ति | |

energy density: ऊर्जा-घनत्व energy तेज | |

density: ऊटपटांग गाढ़ापन | |

# free energy density मीनिंग इन हिंदी

free energy density उदाहरण वाक्य

### उदाहरण वाक्य

अधिक: आगे- Therefore for the case of a chiral liquid crystal, the total
*free energy density*is given by: - A fourth term is also commonly added to the Frank
*free energy density*called the saddle-splay energy that describes the surface interaction. - where M _ { \ eta } is the mobility, f is the
*free energy density*, and \ eta is the nonconserved order parameter. - If inclusions are added to a liquid crystal, an additional term contributes to the
*free energy density*due to their presence, often characterized by a term known as the Rapini approximation: - Since the-\ frac { H ^ 2 \ chi _ \ perp } { 2 } term is spatially invariant, it can be ignored and so the magnetic contribution to the distortion
*free energy density*becomes: - To understand the effect a magnetic field produces on the distortion
*free energy density*, a small region of local nematic order \ mathbf { \ hat { n } } is often considered in which \ chi _ \ perp and \ chi _ \ parallel is the magnetic susceptibility perpendicular and parallel to \ mathbf { \ hat { n } }. - where \ mathcal { F } _ { T } is the total
*free energy density*of a liquid crystal, \ mathcal { F } _ { 0 } is the free energy density associated with a uniformly aligned nematic, and \ mathcal { F } _ { d } is the contribution to the free energy density due to distortions in this order. - where \ mathcal { F } _ { T } is the total free energy density of a liquid crystal, \ mathcal { F } _ { 0 } is the
*free energy density*associated with a uniformly aligned nematic, and \ mathcal { F } _ { d } is the contribution to the free energy density due to distortions in this order. - where \ mathcal { F } _ { T } is the total free energy density of a liquid crystal, \ mathcal { F } _ { 0 } is the free energy density associated with a uniformly aligned nematic, and \ mathcal { F } _ { d } is the contribution to the
*free energy density*due to distortions in this order.