Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit367-10-20021115_132800_20021115_181300-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/11/15 |
Start Time | | 2002/11/15 13:28 |
End Time | | 2002/11/15 18:11 |
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 | | 9.50 |
Dipole Tilt, in Y-Z GSE plane, deg | | 18.73 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 193.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit367-10-20021115_132800_20021115_181300-constBx0 |
Minimum Dst Value | | -20 |
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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