Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit284-09-20020501_202300_20020502_010700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/05/01 |
Start Time | | 2002/05/01 20:23 |
End Time | | 2002/05/02 01:05 |
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 | | -17.07 |
Dipole Tilt, in Y-Z GSE plane, deg | | -28.76 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 164.90000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit284-09-20020501_202300_20020502_010700-constBx0 |
Minimum Dst Value | | -8 |
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-9 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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