Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit316-03-20020715_193000_20020716_001400-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/07/15 |
Start Time | | 2002/07/15 19:30 |
End Time | | 2002/07/16 00:12 |
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 | | -23.71 |
Dipole Tilt, in Y-Z GSE plane, deg | | -1.24 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 164.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit316-03-20020715_193000_20020716_001400-constBx0 |
Minimum Dst Value | | 18 |
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-4 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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