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-4 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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