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 GOES-11 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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