Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit296-04-20020529_092700_20020529_141100-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 | | 2002/05/29 |
Start Time | | 2002/05/29 09:27 |
End Time | | 2002/05/29 14:09 |
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 | | -23.82 |
Dipole Tilt, in Y-Z GSE plane, deg | | 1.74 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 189.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit296-04-20020529_092700_20020529_141100-constBx0 |
Minimum Dst Value | | -20 |
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 GOES-8 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. |