Rosette Data Cube

This data cube was provided for SCF analysis by Jonathan Williams. A traditional analysis is given in ApJ...451,252.

Because of the small number of channels and the coarse velocity resolution, the Rosette cube was analyzed using 1 FWHM and a greater tolerence on error smoothing. Thus, the results deviate more from the usual results of the SCF.

Click here for EPS format.

Moment Analysis of Rosette Data (12 CO)
Rosette (12 CO) Real Data Randomized Data

Parameter Mean Std. Deviation Skewness Kurtosis Mean Std. Deviation Skewness Kurtosis

S 0.747 0.0814 -2.27 10.6 0.528 0.154 -0.307 0.0249

Sl 0.647 0.111 -1.84 7.51 0.367 0.164 0.157 -0.074

Ss 0.659 0.115 -1.77 6.36 0.311 0.172 0.191 0.123

S0 0.584 0.129 -1.91 8.13 0.22 0.164 0.329 0.426

l 0.00301 0.433 0.0463 1.49 -0.0223 0.875 0.124 1.18

ll -0.00394 0.447 0.0205 1.35 -0.062 0.943 -0.0606 0.712

**Moment Analysis of Rosette Data (12 CO)**
Rosette (12 CO)	Real Data				Randomized Data
Parameter	Mean	Std. Deviation	Skewness	Kurtosis	Mean	Std. Deviation	Skewness	Kurtosis
S	0.747	0.0814	-2.27	10.6	0.528	0.154	-0.307	0.0249
Sl	0.647	0.111	-1.84	7.51	0.367	0.164	0.157	-0.074
Ss	0.659	0.115	-1.77	6.36	0.311	0.172	0.191	0.123
S0	0.584	0.129	-1.91	8.13	0.22	0.164	0.329	0.426
l	0.00301	0.433	0.0463	1.49	-0.0223	0.875	0.124	1.18
ll	-0.00394	0.447	0.0205	1.35	-0.062	0.943	-0.0606	0.712

Click here for maps of the SCF on the Rosette Map.

For an explanation of the symbols used and the data in the results page click here.

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