Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit297-12-20020602_084200_20020602_132100-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 | | 2002/06/02 |
Start Time | | 2002/06/02 08:42 |
End Time | | 2002/06/02 13:19 |
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 | | -22.59 |
Dipole Tilt, in Y-Z GSE plane, deg | | 3.47 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 180.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit297-12-20020602_084200_20020602_132100-constBx0 |
Minimum Dst Value | | -16 |
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-3 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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