Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit367-12-20021115_230000_20021116_034100-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 23:00 |
End Time | | 2002/11/16 03:39 |
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 | | 25.14 |
Dipole Tilt, in Y-Z GSE plane, deg | | 5.68 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 193.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit367-12-20021115_230000_20021116_034100-constBx0 |
Minimum Dst Value | | -39 |
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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