Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit342-04-20020915_210900_20020916_015400-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/09/15 |
Start Time | | 2002/09/15 21:09 |
End Time | | 2002/09/16 01:52 |
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 | | -0.90 |
Dipole Tilt, in Y-Z GSE plane, deg | | 13.11 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 189.90000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit342-04-20020915_210900_20020916_015400-constBx0 |
Minimum Dst Value | | -39 |
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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