Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit368-02-20021116_082600_20021116_131000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/11/16 |
Start Time | | 2002/11/16 08:26 |
End Time | | 2002/11/16 13:08 |
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 | | 19.57 |
Dipole Tilt, in Y-Z GSE plane, deg | | 25.18 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 194.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit368-02-20021116_082600_20021116_131000-constBx0 |
Minimum Dst Value | | -19 |
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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