Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit321-09-20020728_213700_20020729_022200-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/07/28 |
Start Time | | 2002/07/28 21:37 |
End Time | | 2002/07/29 02:20 |
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 | | -15.97 |
Dipole Tilt, in Y-Z GSE plane, deg | | 3.79 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 246.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit321-09-20020728_213700_20020729_022200-constBx0 |
Minimum Dst Value | | -3 |
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-2 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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