Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit352-07-20021010_063400_20021010_111800-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/10/10 |
Start Time | | 2002/10/10 06:34 |
End Time | | 2002/10/10 11:16 |
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 | | 12.61 |
Dipole Tilt, in Y-Z GSE plane, deg | | 32.15 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 171.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit352-07-20021010_063400_20021010_111800-constBx0 |
Minimum Dst Value | | -72 |
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 Polar for time period of this run.
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)
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