Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit336-08-20020902_093200_20020902_141700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/09/02 |
Start Time | | 2002/09/02 09:32 |
End Time | | 2002/09/02 14:15 |
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 | | -12.30 |
Dipole Tilt, in Y-Z GSE plane, deg | | 32.30 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 176.90000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit336-08-20020902_093200_20020902_141700-constBx0 |
Minimum Dst Value | | -14 |
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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