Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit365-06-20021110_000800_20021110_045300-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/11/10 |
Start Time | | 2002/11/10 00:08 |
End Time | | 2002/11/10 04:51 |
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 | | 25.66 |
Dipole Tilt, in Y-Z GSE plane, deg | | 9.67 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 187.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit365-06-20021110_000800_20021110_045300-constBx0 |
Minimum Dst Value | | -10 |
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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