Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit246-03-20020130_063600_20020130_112100-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 | | 2002/01/30 |
Start Time | | 2002/01/30 06:36 |
End Time | | 2002/01/30 11:19 |
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 | | 22.45 |
Dipole Tilt, in Y-Z GSE plane, deg | | -5.81 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 248.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit246-03-20020130_063600_20020130_112100-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-4 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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