Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit355-04-20021016_193700_20021017_002200-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/10/16 |
Start Time | | 2002/10/16 19:37 |
End Time | | 2002/10/17 00:20 |
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 | | 7.50 |
Dipole Tilt, in Y-Z GSE plane, deg | | 11.40 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 181.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit355-04-20021016_193700_20021017_002200-constBx0 |
Minimum Dst Value | | -63 |
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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