Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit269-02-20020325_185600_20020325_234100-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/03/25 |
Start Time | | 2002/03/25 18:56 |
End Time | | 2002/03/25 23:39 |
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 | | -7.13 |
Dipole Tilt, in Y-Z GSE plane, deg | | -32.95 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 169.10000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit269-02-20020325_185600_20020325_234100-constBx0 |
Minimum Dst Value | | -19 |
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 GOES-8 for time period of this run.
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)
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