Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit358-05-20021024_034100_20021024_082500-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 03:41 |
End Time | | 2002/10/24 08:23 |
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 | | 22.71 |
Dipole Tilt, in Y-Z GSE plane, deg | | 25.91 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 158.50000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit358-05-20021024_034100_20021024_082500-constBx0 |
Minimum Dst Value | | -69 |
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 Polar for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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