Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit294-02-20020524_055100_20020524_103500-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 | | 2002/05/24 |
Start Time | | 2002/05/24 05:51 |
End Time | | 2002/05/24 10:33 |
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 | | -12.00 |
Dipole Tilt, in Y-Z GSE plane, deg | | -16.22 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 193.90000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit294-02-20020524_055100_20020524_103500-constBx0 |
Minimum Dst Value | | -73 |
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 Geotail for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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