Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit276-10-20020413_003500_20020413_051900-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/04/13 |
Start Time | | 2002/04/13 00:35 |
End Time | | 2002/04/13 05:17 |
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 | | -0.42 |
Dipole Tilt, in Y-Z GSE plane, deg | | -27.62 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 227.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit276-10-20020413_003500_20020413_051900-constBx0 |
Minimum Dst Value | | -17 |
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 IMP-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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