Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit342-03-20020915_162300_20020915_210800-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 16:23 |
End Time | | 2002/09/15 21:06 |
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 | | -11.80 |
Dipole Tilt, in Y-Z GSE plane, deg | | 17.20 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 189.90000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit342-03-20020915_162300_20020915_210800-constBx0 |
Minimum Dst Value | | -32 |
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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