Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit354-01-20021013_201300_20021014_005800-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/10/13 |
Start Time | | 2002/10/13 20:13 |
End Time | | 2002/10/14 00:56 |
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 | | 8.01 |
Dipole Tilt, in Y-Z GSE plane, deg | | 11.67 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 178.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit354-01-20021013_201300_20021014_005800-constBx0 |
Minimum Dst Value | | -37 |
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 IMP-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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