Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit294-09-20020525_150600_20020525_195000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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Cluster-1 | | | | - | Cluster-2 | | | | - | Cluster-3 | | | | - | Cluster-4 | | | | - | GOES-8 | | | | B plot | GOES-9 | | | | - | GOES-10 | | | | B plot | GOES-11 | | | | - | GOES-12 | | | | - | Geotail | | | | B plot | IMP-8 | | | | - | Polar | | | | - | Wind | | | | B plot |
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View standard CCMC run page. | ?? |
Event Date | | 2002/05/25 |
Start Time | | 2002/05/25 15:06 |
End Time | | 2002/05/25 19:48 |
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 | | -31.40 |
Dipole Tilt, in Y-Z GSE plane, deg | | -15.27 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 187.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit294-09-20020525_150600_20020525_195000-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-2 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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