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Sasmodels package","2. Bumps interface","4. Compare models on different compute engines","3. Batch compare models on different compute engines","5. Sasview to sasmodel converter","6. Model access","7. Data layout and plotting routines","8. Parameter packing for kernel calls","9. Simple interface","10. Annotate exceptions","11. Model parser","Reference","12. Evaluator type definitions","13. OpenCL model evaluator","14. Ctypes model evaluator","15. Python model evaluator","16. Identify all parameters in all models","17. Mixture model evaluator","18. Unit test support","19. Parameter and model definitions","20. Product model evaluator","21. 1-D resolution functions","22. 2-D resolution functions","23. Convert doc strings the web pages","24. Sasview interface","25. SESANS calculation routines","26. Distribution functions","2. Calculator Interface","Sasmodels Developers Guide","1. Code Overview","3. GPU Setup","SAS Models Guide","2. sasmodels Setup","1. Introduction","6. Polarisation/Magnetic Scattering","1. Model Functions","1.1. Cylinder Functions","1.2. Ellipsoid Functions","1.7. Shape-Independent Functions","1.3. Lamellae Functions","1.4. Paracrystal Functions","1.5. Parallelepiped Functions","1.6. Sphere Functions","1.8. Structure Factors","4. Polydispersity Distributions","9. Writing a Plugin Model","11. References","5. Resolution Functions","10. Scripting Interface","7. SANS to SESANS conversion","8. Fitting SESANS Data","sasmodels","1.6.1. adsorbed_layer","1.1.1. barbell","1.4.1. bcc_paracrystal","1.7.1. be_polyelectrolyte","1.6.2. binary_hard_sphere","1.7.2. broad_peak","1.1.2. capped_cylinder","1.6.3. core_multi_shell","1.1.3. core_shell_bicelle","1.1.4. core_shell_bicelle_elliptical","1.1.5. core_shell_cylinder","1.2.1. core_shell_ellipsoid","1.5.1. core_shell_parallelepiped","1.6.4. core_shell_sphere","1.7.3. correlation_length","1.1.6. cylinder","1.7.4. dab","1.2.2. ellipsoid","1.1.7. elliptical_cylinder","1.4.2. fcc_paracrystal","1.1.8. flexible_cylinder","1.1.9. flexible_cylinder_elliptical","1.7.5. fractal","1.7.6. fractal_core_shell","1.6.5. fuzzy_sphere","1.7.7. gauss_lorentz_gel","1.7.8. gaussian_peak","1.7.9. gel_fit","1.7.10. guinier","1.7.11. guinier_porod","1.8.1. hardsphere","1.8.2. hayter_msa","1.1.10. hollow_cylinder","1.5.2. hollow_rectangular_prism","1.5.3. hollow_rectangular_prism_thin_walls","1.3.1. lamellar","1.3.2. lamellar_hg","1.3.3. lamellar_hg_stack_caille","1.3.4. lamellar_stack_caille","1.3.5. lamellar_stack_paracrystal","1.7.12. line","1.6.6. linear_pearls","1.7.13. lorentz","1.7.14. mass_fractal","1.7.15. mass_surface_fractal","1.7.16. mono_gauss_coil","1.6.7. multilayer_vesicle","1.6.8. onion","1.5.4. parallelepiped","1.7.17. peak_lorentz","1.1.11. pearl_necklace","1.7.18. poly_gauss_coil","1.7.19. polymer_excl_volume","1.6.9. polymer_micelle","1.7.20. porod","1.7.21. power_law","1.1.12. pringle","1.6.10. raspberry","1.5.5. rectangular_prism","1.7.22. rpa","1.4.3. sc_paracrystal","1.6.11. sphere","1.6.12. spherical_sld","1.7.23. spinodal","1.8.3. squarewell","1.1.13. stacked_disks","1.7.24. star_polymer","1.8.4. stickyhardsphere","1.7.25. surface_fractal","1.7.26. teubner_strey","1.2.3. triaxial_ellipsoid","1.7.27. two_lorentzian","1.7.28. two_power_law","1.7.29. unified_power_Rg","1.6.13. vesicle"],titleterms:{"function":[21,22,26,35,36,37,38,39,40,41,42,45,47],"new":45,DLS:44,SAS:31,The:45,Using:48,__init__:0,about:44,access:5,adsorbed_lay:52,all:16,alreadi:30,annot:9,arrai:44,barbel:53,batch:3,bcc_paracryst:54,be_polyelectrolyt:55,binary_hard_spher:56,broad_peak:57,bump:[1,48],bumps_model:1,calcul:[25,27],call:7,capped_cylind:58,check:[30,45],clean:45,code:29,compar:[2,3],compare_mani:3,compil:30,comput:[2,3,29,45],content:45,convers:[29,49],convert:[4,23],core:5,core_multi_shel:59,core_shell_bicel:60,core_shell_bicelle_ellipt:61,core_shell_cylind:62,core_shell_ellipsoid:63,core_shell_parallelepip:64,core_shell_spher:65,correlation_length:66,creat:45,ctype:14,cylind:[36,67],dab:68,data:[6,29,50],definit:[12,19,45],descript:2,detail:7,develop:[28,45],devic:30,differ:[2,3],direct_model:8,directli:48,distribut:[26,44],doc:[23,45],document:45,edit:45,ellipsoid:[37,69],elliptical_cylind:70,embed:45,engin:[2,3],evalu:[12,13,14,15,17,20],except:9,execut:[12,29],extern:45,factor:[43,45,50],fcc_paracryst:71,file:45,fit:50,flexible_cylind:72,flexible_cylinder_ellipt:73,form:45,fractal:74,fractal_core_shel:75,fuzzy_spher:76,gauss_lorentz_gel:77,gaussian:44,gaussian_peak:78,gel_fit:79,gener:10,gpu:30,guid:[28,31],guinier:80,guinier_porod:81,hardspher:82,have:30,hayter_msa:83,hollow_cylind:84,hollow_rectangular_pr:85,hollow_rectangular_prism_thin_wal:86,identifi:16,incorpor:50,independ:38,indic:51,info:19,instal:[30,32],interfac:[1,8,12,24,27,48],introduct:33,kernel:[7,12,29],kernelcl:13,kerneldl:14,kernelpi:15,lamella:39,lamellar:87,lamellar_hg:88,lamellar_hg_stack_cail:89,lamellar_stack_cail:90,lamellar_stack_paracryst:91,layout:6,line:92,linear_pearl:93,lint:45,list_par:16,loader:29,lognorm:44,lorentz:94,magnet:34,mass_fract:95,mass_surface_fract:96,minim:45,mixtur:17,model:[2,3,5,10,13,14,15,16,17,19,20,29,31,35,45],model_test:18,modelinfo:19,mono_gauss_coil:97,multilayer_vesicl:98,normal:47,note:44,onion:99,onli:45,opencl:[13,30],other:29,overview:[29,45],pack:7,packag:0,page:23,paracryst:40,parallelepip:[41,100],paramet:[7,16,19,45],parser:10,peak_lorentz:101,pearl_necklac:102,pinhol:47,plot:6,plugin:45,polaris:34,poly_gauss_coil:103,polydispers:44,polymer_excl_volum:104,polymer_micel:105,porod:106,power_law:107,pringl:108,problem:45,product:20,program:2,python:[15,45],raspberri:109,recommend:45,rectangular:44,rectangular_pr:110,refer:[11,46],resolut:[21,22,47],resolution2d:22,routin:[6,25],rpa:111,rst2html:23,san:49,sasmodel:[0,1,2,3,4,5,6,7,8,9,10,12,13,14,15,16,17,18,19,20,21,22,23,24,25,26,28,32,48,51],sasview:[4,24],sasview_model:24,sc_paracryst:112,scatter:34,schulz:44,script:48,select:30,sesan:[25,49,50],setup:[30,32],shape:38,share:45,simpl:[8,50],slit:47,smear:47,solut:47,special:45,sphere:[42,113],spherical_sld:114,spinod:115,squarewel:116,stacked_disk:117,star_polym:118,stickyhardspher:119,string:23,structur:[43,50],support:18,surface_fract:120,tabl:[19,51],test:[18,29,30,45],teubner_strei:121,through:48,triaxial_ellipsoid:122,two_lorentzian:123,two_power_law:124,type:12,unified_power_rg:125,unit:[18,45],version:45,vesicl:126,web:23,weight:[26,47],write:45,you:30,your:45}})
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