Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit297-01-20020531_041600_20020531_090100-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 | | 2002/05/31 |
Start Time | | 2002/05/31 04:16 |
End Time | | 2002/05/31 08:59 |
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 | | -13.24 |
Dipole Tilt, in Y-Z GSE plane, deg | | -2.61 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 187.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit297-01-20020531_041600_20020531_090100-constBx0 |
Minimum Dst Value | | -8 |
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 GOES-11 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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