Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit332-09-20020824_015100_20020824_063600-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/08/24 |
Start Time | | 2002/08/24 01:51 |
End Time | | 2002/08/24 06:34 |
Key Words | | Facsko et al 2016: 1-year run of GUMICS |
Model | | GUMICS |
Model Version | | 4-HC |
Validation Level | | 1 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | -1.65 |
Dipole Tilt, in Y-Z GSE plane, deg | | 16.86 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 199.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit332-09-20020824_015100_20020824_063600-constBx0 |
Minimum Dst Value | | -27 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
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View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for Geotail for time period of this run.
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)
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