Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit268-06-20020324_045400_20020324_093900-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/03/24 |
Start Time | | 2002/03/24 04:54 |
End Time | | 2002/03/24 09:37 |
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 | | 6.80 |
Dipole Tilt, in Y-Z GSE plane, deg | | -16.68 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 174.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit268-06-20020324_045400_20020324_093900-constBx0 |
Minimum Dst Value | | -95 |
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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