Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit314-01-20020710_154600_20020710_203100-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/07/10 |
Start Time | | 2002/07/10 15:46 |
End Time | | 2002/07/10 20:29 |
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 | | -31.31 |
Dipole Tilt, in Y-Z GSE plane, deg | | 2.24 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 133.10000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit314-01-20020710_154600_20020710_203100-constBx0 |
Minimum Dst Value | | -11 |
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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