Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: CHIH-PING_WANG_021915_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | August 21, 2013 |
Start Time | | 2013/08/21 00:00 |
End Time | | 2013/08/21 06:00 |
Key Words | | sharp southward IMF turning |
Model | | LFM |
Model Version | | LTR-2_2_0 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | SM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 9.33 |
Dipole Tilt, in Y-Z GSE plane, deg | | -10.73 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 30 |
F10.7 | | 133.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | CHIH-PING_WANG_021915_1 |
Minimum Dst Value | | -18 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
|
View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for THEMIS-D for time period of this run.
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |