Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit353-09-20021013_011600_20021013_060100-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/10/13 |
Start Time | | 2002/10/13 01:16 |
End Time | | 2002/10/13 05:59 |
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 | | 17.87 |
Dipole Tilt, in Y-Z GSE plane, deg | | 17.79 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 178.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit353-09-20021013_011600_20021013_060100-constBx0 |
Minimum Dst Value | | -39 |
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 Cluster-1 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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