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-10 for time period of this run.
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)
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