Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit315-09-20020714_150100_20020714_194600-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/07/14 |
Start Time | | 2002/07/14 15:01 |
End Time | | 2002/07/14 19:44 |
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 | | -31.94 |
Dipole Tilt, in Y-Z GSE plane, deg | | 13.68 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 148.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit315-09-20020714_150100_20020714_194600-constBx0 |
Minimum Dst Value | | 5 |
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. |