Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit285-01-20020502_152600_20020502_201100-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/05/02 |
Start Time | | 2002/05/02 15:26 |
End Time | | 2002/05/02 20:09 |
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 | | -26.58 |
Dipole Tilt, in Y-Z GSE plane, deg | | -22.72 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 171.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit285-01-20020502_152600_20020502_201100-constBx0 |
Minimum Dst Value | | -11 |
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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