Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit277-01-20020413_145300_20020413_193700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/04/13 |
Start Time | | 2002/04/13 14:53 |
End Time | | 2002/04/13 19:35 |
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 | | -19.74 |
Dipole Tilt, in Y-Z GSE plane, deg | | -17.94 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 227.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit277-01-20020413_145300_20020413_193700-constBx0 |
Minimum Dst Value | | -48 |
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-10 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. |