Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit367-07-20021114_231000_20021115_035500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/11/14 |
Start Time | | 2002/11/14 23:10 |
End Time | | 2002/11/15 03:53 |
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 | | 25.27 |
Dipole Tilt, in Y-Z GSE plane, deg | | 6.33 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 180.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit367-07-20021114_231000_20021115_035500-constBx0 |
Minimum Dst Value | | -25 |
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-12 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. |