INTERNATIONAL
STANDARD
ISO
Approved Work Item No 22009
WORKING DRAFT

3. The Draft Model

The proposed ISO draft magnetic field model of the magnetosphere is intended to satisfy all of the requirements set forth in Section 2. Although this standard is intended to characterize the inner magnetosphere, the model must also merge smoothly into magnetic field generated in other regions of Earth's environment such as the core, the ionosphere, the distant tail, near-magnetopause regions and interplanetary space. Therefore, the International Geomagnetic Reference Field (IGRF) model, which describes the magnetic field generated by the Earth's core and which is produced by International Association of Geomagnetism and Aeronomy (IAGA) and updated by IAGA every 5 years is included as part of the proposed magnetospheric model. The total magnetic field is calculated as a sum of magnetic fields of internal (B1) and magnetospheric (B2) sources:


BM=B1+B2
(1)

A model of the magnetic field generated by field-aligned currents, which connect the magnetosphere to the ionosphere, is also included as part of the magnetospheric model, as is a model of the magnetosheath magnetic field which takes into account the Interplanetary Magnetic Field (IMF) penetration into the magnetosphere. The model further includes a set of auxiliary physical models that characterize the magnetic field associated with various current systems on he magnetopause and within the magnetosphere itself. These include a model for the fields generated by Chapman-Ferraro currents on the magnetopause that screen the primarily dipole field of the Earth characterized by the IGRF model, a model characterizing fields generated by the geomagnetic tail current system, a model characterizing fields generated by the Ring Current system, and a model characterizing fields generated by those magnetopause currents that screen the Ring Current. The overall model is referred to as the Paraboloid Model A99 (Alexeev 99, described most completely in [Alexeev et al., 1996; Alexeev and Feldstein, 2001]). In A99 magnetospheric magnetic field induction Bm is represented in the form:

B2=Bsd(y,R1)+Bt(y,R1,R2, F¥)+Br(y,bR)+Bsr(y,R1,bR)+Bfac(I ||)

where

  • Bsd is the magnetic field of Chapman-Ferraro currents on the magnetopause screening the dipole field;
  • Bt is the geotail current system magnetic field;
  • Br is the ring current magnetic field;
  • Bsr is the magnetic field of the magnetopause currents screening the ring current;
  • Bfac is the field of Region 1 field-aligned currents.

The model has as its set of input parameters those listed in section 2, item 6. All the input parameters depend on empirical data such as Solar Wind data (which can be taken from the ACE or Wind satellites), Auroral Oval data, and the AL and Dst magnetic indices computed from various geomagnetic observatories scattered around the Earth's surface. The different Submodels may be used to calculate the input parameters. The model user can choose his own Submodel which describe some input parameter dynamics based on his own data set. The model magnetic field sources depend on empirical data via input parameters (model parametrization). Thus, the paraboloid Model consists of three basic elements: Empirical data, Input Parameters, and the Model itself.

It should be noted that the submodels are not assumed to be standardization objects since they are created on the base of physical models. They are subject of the scientific investigations and can be changed in terms of the calculation techniques presented in Working Draft. Three-level structure of the model, ëxperimental data - the parameters of the magnetospheric current systems - magnetospheric field", allows flexible taking into account the structure of the data available, allowing to provide calculations even for the cases when part of data is absent. It is possible to use the other models for R1, R2, br, for example the empirical models of [Roelof, Sibeck, JGR, 1993, 98, 21421; Shue et al., JGR, 1997, 102, 9497; Kalegaev, Lyutov, 2000, Adv. Space Res., 25, 1489] for R1 calculations via solar wind dynamic pressure and IMF Bz value. Such approach allows flexible satisfy the user requirements involving them in the development of the model appropriated for their own needs and containing their own "physics".

Model is dynamic in the sense that it can function in real-time or near real-time depending on the availability of the empirical data. It functions through the full range of geomagnetic activity, from Solar Quiet conditions to severe magnetic storm conditions, and in the whole magnetosphere. Other magnetospheric models are commonly limited in their range of applicability with respect to geomagnetic activity and/or by the region of applicability in space.

3.1  Demonstration of model

Demonstration of model and methods' needs and opportunities for model development are presented in Appendix 1 and Appendix 2.

3.2  The model availability

The model is available at WWW site http://alpha.sinp.msu.ru/lvm/dynamod.html.

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Copyright © 2001 Laboratory of Computational Mathematics
Skobeltsyn Institute of Nuclear Physics,
Moscow State University

Last updated on 7 October 2002
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