Spherical Trigonometry: For the Use of Colleges and Schools by Todhunter, I., 1820-1884 (Isaac)

Subjects: “…Spherical trigonometry…”
Get full text
Rights

Consider a spherical patent IP and patenting in technology business by Gortych, Joseph E.

Table of Contents: “…Overview and underview -- The IP universe -- Beyond the spherical patent -- Patent portfolio thermodynamics -- Classical and quantum patent mechanics -- Provisional patent applications revealed -- The double-edged sword of infringeability and validity -- Lost in IP space -- Patent system operational reality -- That's obvious! …”

Researches on curves of the second order Also on cones and spherical conics treated analytically, in which the tangencies of Apollonius are investigated, and general geometrical constructions deduced from analysis; also several of the geometric by Hearn, George Whitehead, 1812-1851

Get full text
Rights

Quantum mechanics by Devanathan, V.

Table of Contents: “…Vectors and tensors in the spherical basis -- D. The spherical harmonies -- E. …”

Fundamentals of astronomy by Barbieri, Cesare, 1942-

Episodes in the mathematics of medieval Islam by Berggren, J. L.

Table of Contents: “…Arithmetic in the Islamic world -- Geometry in the Islamic world -- Algebra in the Islamic world -- Trigonometry in the Islamic world -- Spherical trigonometry in the Islamic world -- Number theory and combinatorics in the Islamic world.…”

Nanoplasmonics by Klimov, Vasily ( Vasiliĭ Vasilʹevich)

Table of Contents: “…Introduction -- The world of nanoparticles -- Introduction to electrodynamics of metals -- Surface plasmons -- The theory of plasmon oscillations in nanoparticles -- Optical properties of spherical particles -- Plasmonic properties of nanospheroids -- Optical properties of a three-axial nanoellipsoid -- Localized plasmons in polyhedral nanoparticles -- Localized plasmons in nanoparticle clusters -- Optical properties of metamaterials and nanoparticles made from them -- Optical properties of nanoholes in metal films -- Applications of nanoplasmonics -- Conclusion…”

Lines and electromagnetic fields for engineers by Miner, Gayle F.

Table of Contents: “…D Expansions of Vector Operators in Rectangular, Spherical, and Cylindrical Coordinates -- App. E Unit Vector Relationships and Partial Derivatives in Rectangular, Spherical, and Cylindrical Coordinates -- App. …”

Computation of special functions by Zhang, Shanjie

Table of Contents: “…Integrals of Bessel Functions -- 8. Spherical Bessel Functions -- 9. Kelvin Functions -- 10. …”

Boundary value problems and orthogonal expansions physical problems from a Sobolev viewpoint by MacCluer, C. R.

Table of Contents: “…Orthogonal Polynomials. -- 17. Spherical Problems -- pt. IV. An Introduction to Selected Other Topics. -- 18. …”

Radiative heat transfer by Modest, M.F. (Michael F.)

Table of Contents: “…Fundamentals of Thermal Radiation -- Radiative Property Predictions from Electromagnetic Wave Theory -- Radiative Properties of Real Surfaces -- View Factors -- Radiative Exchange between Gray, Diffuse Surfaces -- Radiative Exchange between Partially-Specular, Gray Surfaces -- Radiative Exchange between Nonideal Surfaces -- The Equation of Radiative Transfer in Participating Media -- Radiative Properties of Molecular Gases -- Radiative Properties of Particulate Media -- Radiative Properties of Semitransparent Media -- Exact Solutions for One-Dimensional Gray Media -- Approximate Solution Methods for One-Dimensional Media -- The Method of Spherical Harmonics (P[subscript N]-Approximation) -- The Method of Discrete Ordinates (S[subscript N]-Approximation) -- The Treatment of Collimated Irradiation -- The Treatment of Nongray Extinction Coefficients -- The Zonal Method -- The Monte Carlo Method for Thermal Radiation -- Radiation Combined with Conduction and Convection -- App. …”

Radiative heat transfer by Modest, M.F. (Michael F.)

Table of Contents: “…Fundamentals of Thermal Radiation -- Radiative Property Predictions from Electromagnetic Wave Theory -- Radiative Properties of Real Surfaces -- View Factors -- Radiative Exchange between Gray, Diffuse Surfaces -- Radiative Exchange between Partially-Specular, Gray Surfaces -- Radiative Exchange between Nonideal Surfaces -- The Equation of Radiative Transfer in Participating Media -- Radiative Properties of Molecular Gases -- Radiative Properties of Particulate Media -- Radiative Properties of Semitransparent Media -- Exact Solutions for One-Dimensional Gray Media -- Approximate Solution Methods for One-Dimensional Media -- The Method of Spherical Harmonics (P[subscript N]-Approximation) -- The Method of Discrete Ordinates (S[subscript N]-Approximation) -- The Treatment of Collimated Irradiation -- The Treatment of Nongray Extinction Coefficients -- The Zonal Method -- The Monte Carlo Method for Thermal Radiation -- Radiation Combined with Conduction and Convection -- App. …”

3000 solved problems in calculus by Mendelson, Elliott

Table of Contents: “…Inequalities -- Absolute value -- Lines -- Circles -- Functions and their graphs -- Limits -- Continuity -- The derivative -- The chain rule -- Trigonometric functions and their derivatives -- Rolle's theorem, the mean value theorem, and the sign of the derivative -- Higher-order derivatives and implicit differentiation -- Maxima and Minima -- Related rates -- Curve sketching (graphs) -- Applied maximum and minimum problems -- Rectilinear motion -- Approximation by differentials -- Antiderivatives (indefinite integrals) -- The definite integral and the fundamental theorem of calculus -- Area and arc length -- Volume -- The natural logarithm -- Exponential functions -- L'Hôpital's rule -- Exponential growth and decay -- Inverse trigonometric functions -- Integration by parts -- Trigonometric integrands and substitutions -- Integration of rational functions : the method of partial fractions -- Integrals for surface area, work, centroids : surface area of a solid of revolution, work, centroid of a planar region -- Improper integrals -- Planar vectors -- Parametric equations, vector functions, curvilinear motion : parametric equations of plane curves, vector-valued functions -- Polar coordinates -- Infinite sequences -- Infinite series -- Power series -- Taylor and MacLaurin series -- Vectors in space : lines and planes -- Functions of several variables : multivariate functions and their graphs, cylindrical and spherical coordinates -- Partial derivatives -- Directional derivatives and the gradient : extreme values -- Multiple integrals and their applications -- Vector functions in space, divergence and curl, line integrals -- Differential equations.…”

Light scattering by nonspherical particles theory, measurements, and applications

Table of Contents: “…Liou -- Electromagnetic scattering by compounded spherical particles / Kirk A. Fuller and Daniel W. …”