Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit284-10-20020502_010800_20020502_055200-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 01:08 |
End Time | | 2002/05/02 05:50 |
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 | | -6.61 |
Dipole Tilt, in Y-Z GSE plane, deg | | -22.84 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 171.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit284-10-20020502_010800_20020502_055200-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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