Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit336-10-20020902_190400_20020902_234900-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 19:04 |
End Time | | 2002/09/02 23:47 |
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 | | -11.28 |
Dipole Tilt, in Y-Z GSE plane, deg | | 12.25 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 176.90000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit336-10-20020902_190400_20020902_234900-constBx0 |
Minimum Dst Value | | -8 |
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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