Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit343-07-20020918_203500_20020919_012000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/09/18 |
Start Time | | 2002/09/18 20:35 |
End Time | | 2002/09/19 01:18 |
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 | | -1.24 |
Dipole Tilt, in Y-Z GSE plane, deg | | 13.04 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 178.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit343-07-20020918_203500_20020919_012000-constBx0 |
Minimum Dst Value | | -33 |
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-9 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. |