Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit358-09-20021024_224100_20021025_032500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/10/24 |
Start Time | | 2002/10/24 22:41 |
End Time | | 2002/10/25 03:23 |
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 | | 18.05 |
Dipole Tilt, in Y-Z GSE plane, deg | | 11.39 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 158.50000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit358-09-20021024_224100_20021025_032500-constBx0 |
Minimum Dst Value | | -91 |
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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