Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit313-08-20020709_160000_20020709_204500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/07/09 |
Start Time | | 2002/07/09 16:00 |
End Time | | 2002/07/09 20:43 |
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 | | -31.22 |
Dipole Tilt, in Y-Z GSE plane, deg | | 1.44 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 140.90000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit313-08-20020709_160000_20020709_204500-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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