debye การใช้

• This equation can be further simplified using the Debye-H點kel approximation
• Actually, Debye derived his equation somewhat differently and more simply.
• Where \ scriptstyle \ theta _ D is the Debye temperature.
• At high temperatures, this becomes the Debye-Hukel length.
• Hence the need for an extension to Debye-H點kel theory.
• In graduate work his advisors were Peter Debye and Paul Scherrer.
• The Debye length is the fundamental length scale of a classical plasma.
• A high Debye temperature results in a high thermal conductivity.
• This modification is called the Debye Model, which appeared in 1912.
• Due to its symmetrically substituted dipole moment is 0 Debye.
• In 1921, Debye was succeeded by Max Born.
• These formulae treat the Debye model at all temperatures.
• Another massless Bose gas is given by the Debye model for heat capacity.
• The Debye sheath is the transition from a plasma to a solid surface.
• See Debye model for how to calculate accurate low-temperature heat capacities.
• The Debye model correctly predicts the low temperature dependence of the heat capacity.
• This restricts the value of the Debye length and particle radius as following:
• Debye screening is replaced with Thomas Fermi screening to yield
• The dipole moment of one molecule of thiophosphoryl trifluoride is 0.640 Debye