Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit293-08-20020523_011700_20020523_060100-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 | | 2002/05/23 |
Start Time | | 2002/05/23 01:17 |
End Time | | 2002/05/23 05:59 |
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 | | -11.68 |
Dipole Tilt, in Y-Z GSE plane, deg | | -16.32 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 184.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit293-08-20020523_011700_20020523_060100-constBx0 |
Minimum Dst Value | | -1 |
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 Polar for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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