MASC-2

Measured scattering matrix elements as functions of scattering angle (in degrees), corresponding to curves for MASC-2 at 640 nm presented in 
"Photopolarimetric characterization of rough surfaces in regolith simulants", Elisa Frattin, Francisco J. García Izquierdo, Julia Martikainen, Olga Muñoz, Fernando Moreno, Juan Carlos
Gómez Martín, Teresa Jardiel, Marco Peiteado, Amador Caballero, Gorden Videen, Johannes Markkanen, Antti Penttilä, and Karri Muinonen. SUBMITTED
The experimental errors are also given.  

DATA ARE FREELY AVAILABLE UNDER THE REQUEST OF CITATION OF: Frattin et al. A&A 697, 2025 AND Munoz et al. JQSRT, 331, id. 109252, 2025.

All F11(θ) curves are normalized to their corresponding albedo at 170º.



theta(deg)	F11/F11(30deg)	error	-F12/F11	error	F22/F11	error	F33/F11	error	F34/F11	error	F44/F11	error
 
94   0.0365  0.0231	  0.174	0.001	 0.342	0.002	-0.108	0.004	 0.103	0.026	-0.243	0.027
96   0.05    0.0318	  0.180	0.003	 0.316	0.003	-0.233	0.002	-0.046	0.004	-0.042	0.004
98   0.0613  0.0338	  0.186	0.003	 0.367	0.005	-0.250	0.004	 0.053	0.024	-0.142	0.024
100  0.0699  0.0297	  0.167	0.002	 0.332	0.002	-0.245	0.003	 0.023	0.021	-0.089	0.021
102  0.0809  0.0302	  0.171	0.003	 0.316	0.003	-0.244	0.003	 0.093	0.035	-0.102	0.035
104  0.0891  0.00661	  0.136	0.001	 0.237	0.002	-0.242	0.003	-0.005	0.012	-0.187	0.012
106  0.0994  0.00671	  0.152	0.001	 0.324	0.002	-0.155	0.002	-0.061	0.011	-0.159	0.011
108  0.104   0.0146	  0.129	0.001	 0.306	0.003	-0.242	0.003	 0.060	0.032	-0.187	0.032
110  0.116   0.00623	  0.162	0.001	 0.329	0.001	-0.261	0.003	-0.017	0.018	-0.141	0.017
112  0.123   0.0155	  0.117	0.001	 0.278	0.001	-0.233	0.002	 0.020	0.001	-0.167	0.002
114  0.138   0.0113	  0.072	0.001	 0.282	0.002	-0.195	0.002	 0.005	0.015	-0.088	0.015
116  0.142   0.00936	  0.113	0.002	 0.292	0.003	-0.303	0.002	-0.016	0.023	-0.185	0.023
118  0.151   0.0106	  0.086	0.001	 0.258	0.001	-0.305	0.004	 0.018	0.001	-0.263	0.002
120  0.16    0.0225	  0.090	0.001	 0.331	0.001	-0.268	0.002	 0.000	0.002	-0.197	0.003
122  0.164   0.014	  0.125	0.001	 0.369	0.002	-0.289	0.002	-0.013	0.002	-0.196	0.001
124  0.171   0.00893	  0.092	0.001	 0.331	0.002	-0.299	0.002	 0.042	0.010	-0.194	0.011
126  0.175   0.00868	  0.082	0.002	 0.331	0.003	-0.391	0.004	 0.020	0.020	-0.204	0.020
128  0.191   0.0182	  0.060	0.001	 0.322	0.002	-0.294	0.002	-0.005	0.009	-0.224	0.009
130  0.197   0.0216	  0.060	0.001	 0.346	0.002	-0.333	0.002	 0.008	0.002	-0.206	0.001
132  0.196   0.0157	  0.039	0.001	 0.328	0.002	-0.238	0.002	-0.002	0.009	-0.236	0.010
134  0.21    0.00949	  0.071	0.001	 0.341	0.002	-0.309	0.002	 0.032	0.018	-0.265	0.019
136  0.212   0.0105	  0.059	0.002	 0.371	0.002	-0.288	0.002	 0.025	0.011	-0.285	0.011
138  0.222   0.0195	  0.037	0.001	 0.376	0.002	-0.364	0.002	-0.032	0.018	-0.218	0.018
140  0.227   0.0142	  0.036	0.001	 0.322	0.002	-0.370	0.002	-0.007	0.006	-0.250	0.007
142  0.231   0.0242	  0.021	0.001	 0.313	0.002	-0.362	0.003	 0.021	0.007	-0.264	0.007
144  0.243   0.00929	  0.028	0.001	 0.356	0.002	-0.324	0.002	 0.065	0.017	-0.312	0.018
146  0.249   0.0111	  0.036	0.001	 0.393	0.002	-0.317	0.001	-0.005	0.012	-0.251	0.012
148  0.25    0.0163	  0.003	0.001	 0.381	0.002	-0.319	0.002	 0.057	0.016	-0.227	0.017
150  0.259   0.0152	  0.017	0.001	 0.416	0.002	-0.351	0.003	-0.030	0.018	-0.262	0.019
151  0.26    0.049.       0.018	0.001	 0.367	0.002	-0.366	0.001	-0.003	0.002	-0.246	0.002
152  0.266   0.0221	  0.004	0.001	 0.361	0.002	-0.367	0.002	-0.033	0.027	-0.279	0.028
153  0.277   0.00575	  0.001	0.001	 0.390	0.001	-0.359	0.002	-0.005	0.001	-0.287	0.001
154  0.272   0.00593	  0.011	0.001	 0.389	0.001	-0.362	0.003	-0.012	0.010	-0.272	0.011
155  0.278   0.0481	  0.056	0.001	 0.422	0.001	-0.383	0.001	 0.058	0.005	-0.261	0.005
156  0.278   0.0174	 -0.008	0.001	 0.397	0.002	-0.317	0.001	 0.002	0.002	-0.301	0.002
157  0.282   0.0129	 -0.018	0.001	 0.393	0.002	-0.387	0.002	 0.026	0.006	-0.356	0.007
158  0.285   0.0273	  0.023	0.001	 0.435	0.002	-0.376	0.002	 0.020	0.010	-0.280	0.011
159  0.29    0.0231	  0.005	0.001	 0.425	0.001	-0.417	0.002	 0.027	0.004	-0.307	0.004
160  0.291   0.00828	 -0.004	0.001	 0.419	0.002	-0.372	0.002	 0.017	0.012	-0.326	0.013
161  0.291   0.0108	  0.010	0.002	 0.407	0.002	-0.421	0.002	 0.022	0.009	-0.328	0.010
162  0.3     0.0345.     -0.018	0.000	 0.389	0.001	-0.408	0.002	 0.002	0.014	-0.295	0.015
163  0.299   0.0432	 -0.000	0.001	 0.404	0.002	-0.369	0.002	 0.064	0.013	-0.353	0.014
164  0.294   0.0366	  0.017	0.001	 0.415	0.001	-0.439	0.002	 0.012	0.003	-0.315	0.003
165  0.299   0.027	 -0.031	0.002	 0.408	0.002	-0.452	0.003	 0.000	0.013	-0.323	0.014
166  0.296   0.0173	 -0.005	0.001	 0.407	0.002	-0.438	0.002	 0.033	0.015	-0.353	0.016
167  0.312   0.0142	  0.006	0.001	 0.406	0.001	-0.441	0.002	 0.015	0.003	-0.353	0.003
168  0.312   0.0227	 -0.011	0.001	 0.415	0.001	-0.409	0.002	-0.006	0.003	-0.357	0.003
169  0.317   0.0243	 -0.017	0.001	 0.417	0.002	-0.425	0.003	 0.014	0.009	-0.334	0.010
170  0.318   0.00468	 -0.014	0.001	 0.417	0.002	-0.473	0.002	 0.046	0.017	-0.343	0.018
171  0.317   0.014	  0.001	0.001	 0.400	0.001	-0.455	0.002	 0.007	0.005	-0.333	0.006
172  0.336   0.0191	  0.009	0.001	 0.459	0.002	-0.485	0.003	-0.009	0.004	-0.352	0.004
174  0.324   0.0312 	 -0.018	0.001	 0.406	0.002	-0.489	0.002	-0.025	0.003	-0.349	0.004
175  0.335   0.047	 -0.014	0.001	 0.450	0.002	-0.474	0.002	-0.008	0.008	-0.330	0.008
176  0.328   0.0875	 -0.026	0.001	 0.459	0.001	-0.398	0.002	-0.007	0.005	-0.342	0.006
177  0.344   0.0446	 -0.033	0.001	 0.465	0.001	-0.436	0.002	-0.006	0.009	-0.304	0.009