Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit270-08-20020329_083800_20020329_132300-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/03/29 |
Start Time | | 2002/03/29 08:38 |
End Time | | 2002/03/29 13:21 |
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 | | -3.73 |
Dipole Tilt, in Y-Z GSE plane, deg | | -12.82 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 180.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit270-08-20020329_083800_20020329_132300-constBx0 |
Minimum Dst Value | | -3 |
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-12 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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