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The Greenhouse Effect within an Analytic Model of the Atmosphere

  • Heinz Dehnen EMAIL logo
Published/Copyright: June 2, 2014

Received: 2008-3-13
Published Online: 2014-6-2
Published in Print: 2009-2-1

© 1946 – 2014: Verlag der Zeitschrift für Naturforschung

Articles in the same Issue

  1. Application of New Triangular Functions to Nonlinear Partial Differential Equations
  2. Lie Symmetry Group of the Nonisospectral Kadomtsev-Petviashvili Equation
  3. Symbolic Computation and Construction of New Exact Traveling Wave Solutions to Fitzhugh-Nagumo and Klein-Gordon Equations
  4. Novel Excitations of the Nonlinear Schrödinger Equation by Separation of Variables
  5. The Series Solution of Problems in the Calculus of Variations via the Homotopy Analysis Method
  6. New Exact Solutions and Localized Excitations in a (2+1)-Dimensional Soliton System
  7. Nonthermal and Plasmon Effects on Elastic Electron-Ion Collisions in Hot Quantum Lorentzian Plasmas
  8. Collective Effects on the Transition Bremsstrahlung Spectrum due to the Polarization Interaction in Nonideal Plasmas
  9. A New Isothermal Equation of State for Solids
  10. Numerical Results of a Flow in a Third Grade Fluid between Two Porous Walls
  11. Solitons and Tsunamis
  12. The Greenhouse Effect within an Analytic Model of the Atmosphere
  13. Flow Properties Inferred from Generalized Maxwell Models
  14. Recurrence Plots for Diesel Engine Variability Tests
  15. A Comparative Time Differential Perturbed Angular Correlation Study of the Nuclear Quadrupole Interaction in HfF4·HF·2H2O Using 180mHf and 181Hf(β–)181Ta as Nuclear Probes: Is Ta an Innocent Spy?
  16. X-Ray Residual Stress Gradient Analysis in Annealed Silver Thin Films Using Asymmetric Bragg Diffraction
  17. EPR Spectra of Some Cu2+-Doped Metal Carbonates and Disorder Phase Transition in K3H(CO3)2
  18. Vibrational Analysis of Trimethylphenyl Ammonium Chloride
  19. A Common Selection Rule for Organic Reactions in Terms of Signs of Direct and Indirect Interorbital Interactions
  20. The Homotopy-Perturbation Method for Solving Klein-Gordon-Type Equations with Unbounded Right- Hand Side
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