Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit270-06-20020328_230600_20020329_035100-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/03/28 |
Start Time | | 2002/03/28 23:06 |
End Time | | 2002/03/29 03:49 |
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 | | 3.16 |
Dipole Tilt, in Y-Z GSE plane, deg | | -31.73 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 175.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit270-06-20020328_230600_20020329_035100-constBx0 |
Minimum Dst Value | | 2 |
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-10 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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