Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit294-09-20020525_150600_20020525_195000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
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 |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/05/25 |
Start Time | | 2002/05/25 15:06 |
End Time | | 2002/05/25 19:48 |
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 | | -31.40 |
Dipole Tilt, in Y-Z GSE plane, deg | | -15.27 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 187.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit294-09-20020525_150600_20020525_195000-constBx0 |
Minimum Dst Value | | -39 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
|
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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)
| VMR Tools created by Darren De Zeeuw. |