Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit358-02-20021023_132600_20021023_181000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/10/23 |
Start Time | | 2002/10/23 13:26 |
End Time | | 2002/10/23 18:08 |
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 | | 2.02 |
Dipole Tilt, in Y-Z GSE plane, deg | | 16.65 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 161.90000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit358-02-20021023_132600_20021023_181000-constBx0 |
Minimum Dst Value | | -16 |
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.
Model values plot for GOES-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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