Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Yash_Sarkango_040616_4 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | July 18, 2008 |
Start Time | | 2008/07/18 14:00 |
End Time | | 2008/07/18 18:00 |
Key Words | | test 4 |
Model | | LFM |
Model Version | | LTR-2_1_5 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | SM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 29.29 |
Dipole Tilt, in Y-Z GSE plane, deg | | -18.72 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 30 |
F10.7 | | 67.40000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Yash_Sarkango_040616_4 |
Minimum Dst Value | | -11 |
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 Polar 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. |