Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit290-06-20020515_123400_20020515_171800-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/05/15 |
Start Time | | 2002/05/15 12:34 |
End Time | | 2002/05/15 17:16 |
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 | | -27.62 |
Dipole Tilt, in Y-Z GSE plane, deg | | -7.64 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 162.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit290-06-20020515_123400_20020515_171800-constBx0 |
Minimum Dst Value | | -41 |
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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