Rebuilding sources of linear tracers after atmospheric concentration measurements

Atmospheric Chemistry and Physics

Volumn 3, Issue 6, 2003, Pages 2111-2125

  Issartel, J P ^a  

^a UNIVERSITÉ CATHOLIQUE DE L'OUEST   (France)

Author keywords

[No Author keywords available]

Indexed keywords

EID: 34447280943     PISSN: 16807316     EISSN: 16807324     Source Type: Journal    
DOI: 10.5194/acp-3-2111-2003     Document Type: Article

References (50)

1. Ashbaugh, L. L., Malm, W. C., and Sadeh, W. Z.: A residence time probability analysis of sulfur concentrations at Grand Canyon National park, Atmospheric Environment, 19(8), 1263-1270, 1985.
2. Baillon, J.-B.: private communication, 25 February 2003.
3. Baklanov, A.: Numerical modelling for normalisation of atmospheric environment on industrial sites, in: Numerical solution of atmospheric hydrothermodynamics problems, Novosibirsk: Computing Centre RAS, 30-38, 1986.
4. Baklanov, A.: Modelling of the atmospheric radionuclide transport: local to regional scale, Numerical Mathematics and MathematicalModelling, INMRAS, Moscow, volume 2, (special issue dedicated to 75-year jubilee of academician G. I. Marchuk), 244-266 (see p. 260 text and figure 5), 2000.
5. Bertero, M., de Mol, C., and Pike, E. R.: Linear inverse problems with discrete data, I: General formulation and singular system analysis, II: Stability and regularisation, Inverse Problems, 1, 301-330, 1985 (part I) and 4, 573-594, 1988 (part II).
6. 2 data, Science, 290, 1342-1346, 2000.
7. Boutahar, J., Lacour, S., Mallet, V., Quélo, D., Roustan, Y., and Sportisse, B.: Development and validation of a fully modular platform for the numerical modeling of air pollution: POLAIR, accepted for publication in International Journal of Environment and Pollution, 2003.
8. Brandt, J., Ebel, A., Elbern, H., Jakobs, H., Memmesheimer, M., Mikkelsen, T., Thykier-Nielsen, S., and Zlatev, Z.: The importance of accurate meteorological input fields and accurate planetary boundary layer parameterizations, tested against ETEX- 1, in ETEX symposium on long-range atmospheric transport, model verification and emergency response, 13-16 May 1997, Vienna, Austria, Nodop editor, Proceedings, European Commission, EUR 17346 EN, 195-198, 1997.
9. Cheney, E. W.: Introduction to approximation theory, International series in pure and applied mathematics, McGraw-Hill, 1966.
10. Doubova, A., Osses, A., Puel, J.-P.: Exact controllability to trajectories for semilinear heat equations with discontinuous diffusion coefficients. A tribute to J. L. Lions., ESAIM Control Optim. Calc. Var. 8, 621-661, 2002. (Pubitemid 47611747)
11. de Villiers, G. D., McNally, B., and Pike, E. R.: Positive solutions to linear inverse problems, Inverse Problems, 15, 615-635, 1999. (Pubitemid 129561530)
12. 2, Tellus, 47B, 35-52, 1995.
13. Enting, I.G.: Green's function methods of tracer inversion, in Kasibhatla, P., Heimann, M., Rayner, P., Mahowald, N., Prinn, R.G. and Hartley, D.E. editors, Inverse methods in global biogeochemical cycles, Geophysical Monograph Series, American Geophysical Union, Washington, DC, 2000.
14. Fan, S. M., Sarmiento, J. L., Gloor, M., and Pacala, S. W.: On the use of regularization techniques in the inverse modeling of atmospheric carbon dioxide, JGR, Vol. 104, 17, 21 503-21 512, 1999.
15. Gallardo, L., Olivares, G., Langner, J., and Aarhus, B.: Coastal lows and sulfur air pollution in central Chile, Atmospheric Environment, 36, 3829-3841, 2002.
16. Golub, G. H. and Van Loan, C. F.: Matrix computations, The Johns Hopkins University Press, Baltimore, 1983.
17. Gram, J. P.: Om Rackkendvilklinger bestemte ved Hjaelp af de minfste Kvadraters Methode, Copenhagen, 1879, translated in German as: Über die Entwicklung reeller Funktionen in Reihen mittels der Methode der kleinsten Quadrate, Journal für reihe und angewandte Mathematik, 94, 41-73, 1883.
18. Hourdin, F. and Issartel, J.-P.: Subsurface nuclear tests monitoring through the CTBT xenon network, Geophysical Research Letters, 27(15), 2245-2248, 2000. (Pubitemid 32040349)
19. Hunt, B. R.: Biased estimation for non parametric identification of linear systems, Mathematical Biosciences, 10, 215-237, 1971.
20. Hürwitz, H.J.: A note on the theory of danger coefficient, Knolls Atomic Power Laboratory report series 48 (KAPL48), 1948.
21. Issartel, J.-P. and Baverel, J.: Inverse transport for the verification of the CTBT, Atmos. Chem. Phys., 3, 475-486, 2003.
22. Joint Research Centre: Etex. The European tracer experiment, European communities, EUR 18143 EN, ISBN 92-828-5007-2, 107, 1998.
23. Lewins, J.: Importance, the Adjoint Function, Pergamon Press, 172 P. (see especially p. 20-28), 1965.
24. Louis, J.-F.: A parametric model of vertical eddy fluxes in the atmosphere, Boundary Layer Meteorology, 17, 187-202, 1979.
25. Louis, J.-F., Tiedke, M., and Geleyn, J.-F.: A short history of the PBL parameterization at ECMWF, Proceedings ECMWF workshop on planetary boundary layer parameterization, 59-79, 1982.
26. Marchuk, G. I.: Sopryazhennye Uravneniya i Analiz Slozhnykh Sistem, Moskva, Nauka, 1992, translated in English as: Adjoint Equations and Analysis of Complex Systems, Mathematics and its Applications, Vol. 295, Hazewinkel editor, Kluwer Academic Publisher, 1995.
27. Marchuk, G. I.: Perturbation theory and the statement of inverse problems, Lecture Notes in Computer Science, Vol. 4, 159, 1973.
28. Marchuk, G. I.: Equation for value of information from meteorological satellites and formulation of inverse problems, Space Research, Vol. 2, No. 3, 462-477, 1964.
29. Ouahsine, A. and Smaoui, H.: Flux-limiter schemes for oceanic tracers: application to the English Channel tidal model, Comput. Methods Appl. Mech. Engrg. 179, 307-325, 1999.
30. Penenko, V. and Baklanov, A.: Methods of sensitivity theory and inverse modeling for estimation of source term and nuclear risk/vulnerability areas, Lecture Notes in Computer Science (LNCS), Springer, 2074, 57-66, 2001. (Pubitemid 33285566)
31. Penenko, V., Baklanov, A., and Tsvetova, E.: Methods of sensitivity theory and inverse modeling for estimation of source term, Future Generation Computer Systems, 18, 661-671, 2002. (Pubitemid 34247821)
32. Pudykiewicz, J.: Application of adjoint tracer transport equations for evaluating source parameters, Atmospheric Environment, 32(17), 3039-3050, 1998. (Pubitemid 28391426)
33. Quĺo, D., Sportisse, B., Berroir, J.-P., Charpentier, I.: Some remarks concerning inverse modeling and data assimilation for slow-fast atmospheric chemical kinetics, in Sportisse editor, proceedings of the second conference on air pollution modelling and simulation, organised by ENPC and INRIA, Champs-sur-Marne, 9-12 April, Springer, 499-513, 2001.
34. Rockafellar, R. T.: Convex analysis, Princeton University Press, 1970.
35. 2 flux history 1982-2001 inferred from atmospheric data using a global inversion of atmospheric transport, Atmos. Chem. Phys. Disc., 5 November 2003.
36. Roussel, G., Ternsisien, E., and Benjelloun, M.: Estimation d'un modle stationnaire de dispersion et localisation de source. Application la surveillance de la pollution, Revue du Traitement du Signal, 19(1), 37-48, 2002.
37. Sartelet, K. N., Boutahar, J., Quélo, D., Coll, I., and Sportisse, B.: Development and validation of a 3D chemistry transport model POLAIR3D, by comparison with data from ESQUIF campaign, Proc. of the 6th GLOREAM workshop: Global and Regional Atmospheric Modelling, Aveiro, Portugal, 4-6 September, 2002.
38. Seibert, P.: Inverse modelling with a Lagrangian particle dispersion model: application to point releases over limited time intervals, in Gryning, S.E. and Schiermeier, F.A. editors, Air Pollution and its Application XIV, 381-389, NATO, Kluwer Academic/Plenum Publisher, 2001.
39. Seinfeld, J. H. and Pandis, S. N.: Atmospheric chemistry and physics, Wiley-Interscience Publication, 1998.
40. Sharan, M., McNider, R. T., Gopalakrishnan, S. G., and Singh, M. P.: Bhopal gas leak: a numerical simulation of episodic dispersion, Atmospheric Environment, 29, 2051-2059, 1995.
41. Smith, F. B.: The diffusion of smoke from a continuous elevated point-source into a turbulent atmosphere, J. Fluid Mech., 2, 49-76 (see p. 66), 1956.
42. Soodak, H.: The science and engineering of nuclear power, United Nations, New York, 1948.
43. Sportisse, B., Boutahar, J., Debry, E., Quélo, D., and Sartelet, K.: Some tracks in air pollution modeling and simulation, Revista de la Real Academia de Ciencias, Serie A: Matemáticas (RACSAM), 96(3), 507-528, 2002.
44. Stohl, A.: Computation, accuracy and applications of trajectories - a review and bibliography, Atmospheric Environment, 32(6), 947-966 (see p. 959), 1998. (Pubitemid 28236480)
45. Tarantola, A.: Inverse problem theory, Elsevier, 1987.
46. Uliasz, M. and Pielke, R.: Application of the receptor oriented approach in mesoscale dispersion modeling, in van Dop, H. and Steyn, D.G. editors, Air Pollution and its Application VIII, 399-407, NATO, Plenum Publisher, 1991.
47. Weinberg, A. M. and Wigner, E. P.: The physical theory of neutron chain reactors, University Press, Chicago, 1958.
48. Wendum, D.: Three long-range transport models compared to the ETEX experiment: a performance study, Atmospheric Environment, 32(24), 4297-4305, 1998. (Pubitemid 28540965)
49. Wigner, E.P.: Effects of small perturbations on pile period, Chicago Report P-G, 3048, 1945.
50. Wotawa, G., de Geer, L.-E., Denier, P., Kalinowski, M., Toivonen, H., d'Amours, R., Desiato, F., Issartel, J.-P., Langer, M., Seibert, P., Frank, A., Sloan, C., and Yamazawa, H.: Atmospheric transport modelling in support of CTBT verification - overview and basic concepts, Atmospheric Environment 37, 2525-2537, 2003.