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Revision313923efbf3281d23f5a8e77264ec71f469d6d0a (tree)
Zeit2011-09-24 02:01:49
AutorMikiya Fujii <mikiya.fujii@gmai...>
CommiterMikiya Fujii

Log Message

individual values for GTO espansions for STO is added.

git-svn-id: https://svn.sourceforge.jp/svnroot/molds/MolDS/trunk@128 1136aad2-a195-0410-b898-f5ea1d11b9d8

Ändern Zusammenfassung

Diff

--- a/src/base/GTOexpansionSTO.h
+++ b/src/base/GTOexpansionSTO.h
@@ -68,7 +68,7 @@ void GTOexpansionSTO::SetCoefficientsExponents(){
6868 // 2s
6969 exponents[STO1G][l][sAzimuthal][0] = 1.012151084*pow(10.0,-1.0); coefficients[STO1G][l][sAzimuthal][0] = 1.0000;
7070 // 2p
71- exponents[STO1G][l][pAzimuthal][0] = 1.759666885*pow(10.0,-1.0); coefficients[STO1G][l][sAzimuthal][0] = 1.0000;
71+ exponents[STO1G][l][pAzimuthal][0] = 1.759666885*pow(10.0,-1.0); coefficients[STO1G][l][pAzimuthal][0] = 1.0000;
7272 }
7373
7474 //STO-1G, m-shell
@@ -76,9 +76,9 @@ void GTOexpansionSTO::SetCoefficientsExponents(){
7676 // 3s
7777 exponents[STO1G][m][sAzimuthal][0] = 5.296881757*pow(10.0,-1.0); coefficients[STO1G][m][sAzimuthal][0] = 1.0000;
7878 // 3p
79- exponents[STO1G][m][pAzimuthal][0] = 9.113614253*pow(10.0,-2.0); coefficients[STO1G][m][sAzimuthal][0] = 1.0000;
79+ exponents[STO1G][m][pAzimuthal][0] = 9.113614253*pow(10.0,-2.0); coefficients[STO1G][m][pAzimuthal][0] = 1.0000;
8080 // 3d
81- exponents[STO1G][m][dAzimuthal][0] = 1.302270363*pow(10.0,-1.0); coefficients[STO1G][m][sAzimuthal][0] = 1.0000;
81+ exponents[STO1G][m][dAzimuthal][0] = 1.302270363*pow(10.0,-1.0); coefficients[STO1G][m][dAzimuthal][0] = 1.0000;
8282 }
8383
8484 //STO-2G, k-shell
@@ -87,66 +87,210 @@ void GTOexpansionSTO::SetCoefficientsExponents(){
8787 exponents[STO2G][k][sAzimuthal][0] = 8.518186635*pow(10.0,-1.0); coefficients[STO2G][k][sAzimuthal][0] = 4.301284983*pow(10,-1.0);
8888 exponents[STO2G][k][sAzimuthal][1] = 1.516232927*pow(10.0,-1.0); coefficients[STO2G][k][sAzimuthal][1] = 6.789135305*pow(10,-1.0);
8989 }
90-/*
90+
9191 //STO-2G, l-shell
9292 {
9393 // 2s
9494 exponents[STO2G][l][sAzimuthal][0] = 1.292278611*pow(10.0,-1.0); coefficients[STO2G][l][sAzimuthal][0] = 7.470867124*pow(10,-1.0);
9595 exponents[STO2G][l][sAzimuthal][1] = 4.908584205*pow(10.0,-2.0); coefficients[STO2G][l][sAzimuthal][1] = 2.855980556*pow(10,-1.0);
9696 // 2p
97- exponents[STO2G][l][pAzimuthal][0] = *pow(10.0,-.0); coefficients[STO2G][l][pAzimuthal][0] = *pow(10,-.0);
98- exponents[STO2G][l][pAzimuthal][1] = *pow(10.0,-.0); coefficients[STO2G][l][pAzimuthal][1] = *pow(10,-.0);
97+ exponents[STO2G][l][pAzimuthal][0] = 4.323908358*pow(10.0,-1.0); coefficients[STO2G][l][pAzimuthal][0] = 4.522627513*pow(10,-1.0);
98+ exponents[STO2G][l][pAzimuthal][1] = 1.069439065*pow(10.0,-1.0); coefficients[STO2G][l][pAzimuthal][1] = 6.713122642*pow(10,-1.0);
9999 }
100100
101101 //STO-2G, m-shell
102102 {
103103 // 3s
104- exponents[STO2G][m][sAzimuthal][0] = *pow(10.0,-.0); coefficients[STO2G][m][sAzimuthal][0] = *pow(10,-.0);
105- exponents[STO2G][m][sAzimuthal][1] = *pow(10.0,-.0); coefficients[STO2G][m][sAzimuthal][1] = *pow(10,-.0);
104+ exponents[STO2G][m][sAzimuthal][0] = 6.694095822*pow(10.0,-1.0); coefficients[STO2G][m][sAzimuthal][0] =-1.529645716*pow(10,-1.0);
105+ exponents[STO2G][m][sAzimuthal][1] = 5.837135094*pow(10.0,-2.0); coefficients[STO2G][m][sAzimuthal][1] = 1.051370110;
106106 // 3p
107- exponents[STO2G][m][pAzimuthal][0] = *pow(10.0,-.0); coefficients[STO2G][m][pAzimuthal][0] = *pow(10,-.0);
108- exponents[STO2G][m][pAzimuthal][1] = *pow(10.0,-.0); coefficients[STO2G][m][pAzimuthal][1] = *pow(10,-.0);
107+ exponents[STO2G][m][pAzimuthal][0] = 1.458620964*pow(10.0,-1.0); coefficients[STO2G][m][pAzimuthal][0] = 5.349653144*pow(10,-1.0);
108+ exponents[STO2G][m][pAzimuthal][1] = 5.664210742*pow(10.0,-2.0); coefficients[STO2G][m][pAzimuthal][1] = 5.299607212*pow(10,-1.0);
109109 // 3d
110- exponents[STO2G][m][dAzimuthal][0] = *pow(10.0,-.0); coefficients[STO2G][m][dAzimuthal][0] = *pow(10,-.0);
111- exponents[STO2G][m][dAzimuthal][1] = *pow(10.0,-.0); coefficients[STO2G][m][dAzimuthal][1] = *pow(10,-.0);
110+ exponents[STO2G][m][dAzimuthal][0] = 2.777427345*pow(10.0,-1.0); coefficients[STO2G][m][dAzimuthal][0] = 4.666137923*pow(10,-1.0);
111+ exponents[STO2G][m][dAzimuthal][1] = 8.336507714*pow(10.0,-2.0); coefficients[STO2G][m][dAzimuthal][1] = 6.644706516*pow(10,-1.0);
112112 }
113113
114114 //STO-3G, k-shell
115115 {
116116 // 1s
117- exponents[STO3G][k][sAzimuthal][0] = *pow(10.0,-.0); coefficients[STO3G][k][sAzimuthal][0] = *pow(10,-.0);
118- exponents[STO3G][k][sAzimuthal][1] = *pow(10.0,-.0); coefficients[STO3G][k][sAzimuthal][1] = *pow(10,-.0);
119- exponents[STO3G][k][sAzimuthal][2] = *pow(10.0,-.0); coefficients[STO3G][k][sAzimuthal][2] = *pow(10,-.0);
117+ exponents[STO3G][k][sAzimuthal][0] = 2.227660584; coefficients[STO3G][k][sAzimuthal][0] = 1.543289673*pow(10,-1.0);
118+ exponents[STO3G][k][sAzimuthal][1] = 4.057711562*pow(10.0,-1.0); coefficients[STO3G][k][sAzimuthal][1] = 5.353281423*pow(10,-1.0);
119+ exponents[STO3G][k][sAzimuthal][2] = 1.098175104*pow(10.0,-1.0); coefficients[STO3G][k][sAzimuthal][2] = 4.446345422*pow(10,-1.0);
120120 }
121121
122122 //STO-3G, l-shell
123123 {
124124 // 2s
125- exponents[STO3G][l][sAzimuthal][0] = *pow(10.0,-.0); coefficients[STO3G][l][sAzimuthal][0] = *pow(10,-.0);
126- exponents[STO3G][l][sAzimuthal][1] = *pow(10.0,-.0); coefficients[STO3G][l][sAzimuthal][1] = *pow(10,-.0);
127- exponents[STO3G][l][sAzimuthal][2] = *pow(10.0,-.0); coefficients[STO3G][l][sAzimuthal][2] = *pow(10,-.0);
125+ exponents[STO3G][l][sAzimuthal][0] = 2.581578398; coefficients[STO3G][l][sAzimuthal][0] =-5.994474934*pow(10,-2.0);
126+ exponents[STO3G][l][sAzimuthal][1] = 1.567622104*pow(10.0,-1.0); coefficients[STO3G][l][sAzimuthal][1] = 5.960385398*pow(10,-1.0);
127+ exponents[STO3G][l][sAzimuthal][2] = 6.018332272*pow(10.0,-2.0); coefficients[STO3G][l][sAzimuthal][2] = 4.581786291*pow(10,-1.0);
128128 // 2p
129- exponents[STO3G][l][pAzimuthal][0] = *pow(10.0,-.0); coefficients[STO3G][l][pAzimuthal][0] = *pow(10,-.0);
130- exponents[STO3G][l][pAzimuthal][1] = *pow(10.0,-.0); coefficients[STO3G][l][pAzimuthal][1] = *pow(10,-.0);
131- exponents[STO3G][l][pAzimuthal][1] = *pow(10.0,-.0); coefficients[STO3G][l][pAzimuthal][1] = *pow(10,-.0);
129+ exponents[STO3G][l][pAzimuthal][0] = 9.192379002*pow(10.0,-1.0); coefficients[STO3G][l][pAzimuthal][0] = 1.623948553*pow(10,-1.0);
130+ exponents[STO3G][l][pAzimuthal][1] = 2.359194503*pow(10.0,-1.0); coefficients[STO3G][l][pAzimuthal][1] = 5.661708862*pow(10,-1.0);
131+ exponents[STO3G][l][pAzimuthal][2] = 8.009805746*pow(10.0,-2.0); coefficients[STO3G][l][pAzimuthal][2] = 4.223071752*pow(10,-1.0);
132132 }
133133
134134 //STO-3G, m-shell
135135 {
136136 // 3s
137- exponents[STO3G][m][sAzimuthal][0] = *pow(10.0,-.0); coefficients[STO3G][m][sAzimuthal][0] = *pow(10,-.0);
138- exponents[STO3G][m][sAzimuthal][1] = *pow(10.0,-.0); coefficients[STO3G][m][sAzimuthal][1] = *pow(10,-.0);
139- exponents[STO3G][m][sAzimuthal][2] = *pow(10.0,-.0); coefficients[STO3G][m][sAzimuthal][2] = *pow(10,-.0);
137+ exponents[STO3G][m][sAzimuthal][0] = 5.641487709*pow(10.0,-1.0); coefficients[STO3G][m][sAzimuthal][0] =-1.782577972*pow(10,-1.0);
138+ exponents[STO3G][m][sAzimuthal][1] = 6.924421391*pow(10.0,-2.0); coefficients[STO3G][m][sAzimuthal][1] = 8.612761663*pow(10,-1.0);
139+ exponents[STO3G][m][sAzimuthal][2] = 3.269529097*pow(10.0,-2.0); coefficients[STO3G][m][sAzimuthal][2] = 2.261841969*pow(10,-1.0);
140+ // 3p
141+ exponents[STO3G][m][pAzimuthal][0] = 2.692880368; coefficients[STO3G][m][pAzimuthal][0] =-1.061945788*pow(10,-2.0);
142+ exponents[STO3G][m][pAzimuthal][1] = 1.489359592*pow(10.0,-1.0); coefficients[STO3G][m][pAzimuthal][1] = 5.218564264*pow(10,-1.0);
143+ exponents[STO3G][m][pAzimuthal][2] = 5.739585040*pow(10.0,-2.0); coefficients[STO3G][m][pAzimuthal][2] = 5.450015143*pow(10,-1.0);
144+ // 3d
145+ exponents[STO3G][m][dAzimuthal][0] = 5.229112225*pow(10.0,-1.0); coefficients[STO3G][m][dAzimuthal][0] = 1.686596060*pow(10,-1.0);
146+ exponents[STO3G][m][dAzimuthal][1] = 1.639595876*pow(10.0,-1.0); coefficients[STO3G][m][dAzimuthal][1] = 5.847984817*pow(10,-1.0);
147+ exponents[STO3G][m][dAzimuthal][2] = 6.386630021*pow(10.0,-2.0); coefficients[STO3G][m][dAzimuthal][2] = 4.056779523*pow(10,-1.0);
148+ }
149+
150+ //STO-4G, k-shell
151+ {
152+ // 1s
153+ exponents[STO4G][k][sAzimuthal][0] = 5.216844534; coefficients[STO4G][k][sAzimuthal][0] = 5.675242080*pow(10,-2.0);
154+ exponents[STO4G][k][sAzimuthal][1] = 9.546182760*pow(10.0,-1.0); coefficients[STO4G][k][sAzimuthal][1] = 2.601413550*pow(10,-1.0);
155+ exponents[STO4G][k][sAzimuthal][2] = 2.652034102*pow(10.0,-1.0); coefficients[STO4G][k][sAzimuthal][2] = 5.328461143*pow(10,-1.0);
156+ exponents[STO4G][k][sAzimuthal][3] = 8.801862774*pow(10.0,-2.0); coefficients[STO4G][k][sAzimuthal][3] = 2.916254405*pow(10,-1.0);
157+ }
158+
159+ //STO-4G, l-shell
160+ {
161+ // 2s
162+ exponents[STO4G][l][sAzimuthal][0] = 1.161525551*pow(10.0, 1.0); coefficients[STO4G][l][sAzimuthal][0] =-1.198411747*pow(10,-2.0);
163+ exponents[STO4G][l][sAzimuthal][1] = 2.000243111; coefficients[STO4G][l][sAzimuthal][1] =-5.472052539*pow(10,-2.0);
164+ exponents[STO4G][l][sAzimuthal][2] = 1.607280687*pow(10.0,-1.0); coefficients[STO4G][l][sAzimuthal][2] = 5.805587176*pow(10,-1.0);
165+ exponents[STO4G][l][sAzimuthal][3] = 6.125744532*pow(10.0,-2.0); coefficients[STO4G][l][sAzimuthal][3] = 4.770079976*pow(10,-1.0);
166+ // 2p
167+ exponents[STO4G][l][pAzimuthal][0] = 1.798260992; coefficients[STO4G][l][pAzimuthal][0] = 5.713170255*pow(10,-2.0);
168+ exponents[STO4G][l][pAzimuthal][1] = 4.662622228*pow(10.0,-1.0); coefficients[STO4G][l][pAzimuthal][1] = 2.857455515*pow(10,-1.0);
169+ exponents[STO4G][l][pAzimuthal][2] = 1.643718620*pow(10.0,-1.0); coefficients[STO4G][l][pAzimuthal][2] = 5.517873105*pow(10,-1.0);
170+ exponents[STO4G][l][pAzimuthal][3] = 6.543927065*pow(10.0,-2.0); coefficients[STO4G][l][pAzimuthal][3] = 2.632311924*pow(10,-1.0);
171+ }
172+
173+ //STO-4G, m-shell
174+ {
175+ // 3s
176+ exponents[STO4G][m][sAzimuthal][0] = 1.513265591; coefficients[STO4G][m][sAzimuthal][0] =-3.295496352*pow(10,-2.0);
177+ exponents[STO4G][m][sAzimuthal][1] = 4.262497508*pow(10.0,-1.0); coefficients[STO4G][m][sAzimuthal][1] =-1.724516959*pow(10,-1.0);
178+ exponents[STO4G][m][sAzimuthal][2] = 7.643320863*pow(10.0,-2.0); coefficients[STO4G][m][sAzimuthal][2] = 7.518511194*pow(10,-1.0);
179+ exponents[STO4G][m][sAzimuthal][3] = 3.760545063*pow(10.0,-2.0); coefficients[STO4G][m][sAzimuthal][3] = 3.589627317*pow(10,-1.0);
140180 // 3p
141- exponents[STO3G][m][pAzimuthal][0] = *pow(10.0,-.0); coefficients[STO3G][m][pAzimuthal][0] = *pow(10,-.0);
142- exponents[STO3G][m][pAzimuthal][1] = *pow(10.0,-.0); coefficients[STO3G][m][pAzimuthal][1] = *pow(10,-.0);
143- exponents[STO3G][m][pAzimuthal][2] = *pow(10.0,-.0); coefficients[STO3G][m][pAzimuthal][2] = *pow(10,-.0);
181+ exponents[STO4G][m][pAzimuthal][0] = 1.853180239; coefficients[STO4G][m][pAzimuthal][0] =-1.434249391*pow(10,-2.0);
182+ exponents[STO4G][m][pAzimuthal][1] = 1.915075719*pow(10.0,-1.0); coefficients[STO4G][m][pAzimuthal][1] = 2.755177589*pow(10,-1.0);
183+ exponents[STO4G][m][pAzimuthal][2] = 8.655487938*pow(10.0,-2.0); coefficients[STO4G][m][pAzimuthal][2] = 5.846750879*pow(10,-1.0);
184+ exponents[STO4G][m][pAzimuthal][3] = 4.184253862*pow(10.0,-2.0); coefficients[STO4G][m][pAzimuthal][3] = 2.144986514*pow(10,-1.0);
144185 // 3d
145- exponents[STO3G][m][dAzimuthal][0] = *pow(10.0,-.0); coefficients[STO3G][m][dAzimuthal][0] = *pow(10,-.0);
146- exponents[STO3G][m][dAzimuthal][1] = *pow(10.0,-.0); coefficients[STO3G][m][dAzimuthal][1] = *pow(10,-.0);
147- exponents[STO3G][m][dAzimuthal][2] = *pow(10.0,-.0); coefficients[STO3G][m][dAzimuthal][2] = *pow(10,-.0);
186+ exponents[STO4G][m][dAzimuthal][0] = 9.185846715*pow(10.0,-1.0); coefficients[STO4G][m][dAzimuthal][0] = 5.799057705*pow(10,-2.0);
187+ exponents[STO4G][m][dAzimuthal][1] = 2.920461109*pow(10.0,-1.0); coefficients[STO4G][m][dAzimuthal][1] = 5.045581349*pow(10,-1.0);
188+ exponents[STO4G][m][dAzimuthal][2] = 1.187568890*pow(10.0,-1.0); coefficients[STO4G][m][dAzimuthal][2] = 5.601358038*pow(10,-1.0);
189+ exponents[STO4G][m][dAzimuthal][3] = 5.286755896*pow(10.0,-2.0); coefficients[STO4G][m][dAzimuthal][3] = 2.432423313*pow(10,-1.0);
148190 }
149-*/
191+
192+ //STO-5G, k-shell
193+ {
194+ // 1s
195+ exponents[STO5G][k][sAzimuthal][0] = 1.130563696*pow(10.0, 1.0); coefficients[STO5G][k][sAzimuthal][0] = 2.214055312*pow(10,-2.0);
196+ exponents[STO5G][k][sAzimuthal][1] = 2.071728178; coefficients[STO5G][k][sAzimuthal][1] = 1.135411520*pow(10,-1.0);
197+ exponents[STO5G][k][sAzimuthal][2] = 5.786484833*pow(10.0,-1.0); coefficients[STO5G][k][sAzimuthal][2] = 3.318161484*pow(10,-1.0);
198+ exponents[STO5G][k][sAzimuthal][3] = 1.975724573*pow(10.0,-1.0); coefficients[STO5G][k][sAzimuthal][3] = 4.825700713*pow(10,-1.0);
199+ exponents[STO5G][k][sAzimuthal][4] = 7.445271746*pow(10.0,-2.0); coefficients[STO5G][k][sAzimuthal][4] = 1.935721966*pow(10,-1.0);
200+ }
201+
202+ //STO-5G, l-shell
203+ {
204+ // 2s
205+ exponents[STO5G][l][sAzimuthal][0] = 8.984956862; coefficients[STO5G][l][sAzimuthal][0] =-1.596349096*pow(10,-2.0);
206+ exponents[STO5G][l][sAzimuthal][1] = 1.673710636; coefficients[STO5G][l][sAzimuthal][1] =-5.685884883*pow(10,-2.0);
207+ exponents[STO5G][l][sAzimuthal][2] = 1.944726668*pow(10.0,-1.0); coefficients[STO5G][l][sAzimuthal][2] = 3.698265599*pow(10,-1.0);
208+ exponents[STO5G][l][sAzimuthal][3] = 8.806345634*pow(10.0,-2.0); coefficients[STO5G][l][sAzimuthal][3] = 5.480512593*pow(10,-1.0);
209+ exponents[STO5G][l][sAzimuthal][4] = 4.249068522*pow(10.0,-2.0); coefficients[STO5G][l][sAzimuthal][4] = 1.472634893*pow(10,-1.0);
210+ // 2p
211+ exponents[STO5G][l][pAzimuthal][0] = 3.320386533; coefficients[STO5G][l][pAzimuthal][0] = 2.079051117*pow(10,-2.0);
212+ exponents[STO5G][l][pAzimuthal][1] = 8.643257633*pow(10.0,-1.0); coefficients[STO5G][l][pAzimuthal][1] = 1.235472099*pow(10,-1.0);
213+ exponents[STO5G][l][pAzimuthal][2] = 3.079819284*pow(10.0,-1.0); coefficients[STO5G][l][pAzimuthal][2] = 3.667738986*pow(10,-1.0);
214+ exponents[STO5G][l][pAzimuthal][3] = 1.273309895*pow(10.0,-1.0); coefficients[STO5G][l][pAzimuthal][3] = 4.834930290*pow(10,-1.0);
215+ exponents[STO5G][l][pAzimuthal][4] = 5.606243164*pow(10.0,-2.0); coefficients[STO5G][l][pAzimuthal][4] = 1.653444074*pow(10,-1.0);
216+ }
217+
218+ //STO-5G, m-shell
219+ {
220+ // 3s
221+ exponents[STO5G][m][sAzimuthal][0] = 4.275877914; coefficients[STO5G][m][sAzimuthal][0] =-3.920358850*pow(10,-3.0);
222+ exponents[STO5G][m][sAzimuthal][1] = 1.132409433; coefficients[STO5G][m][sAzimuthal][1] =-4.168430506*pow(10,-2.0);
223+ exponents[STO5G][m][sAzimuthal][2] = 4.016256968*pow(10.0,-1.0); coefficients[STO5G][m][sAzimuthal][2] =-1.637440990*pow(10,-1.0);
224+ exponents[STO5G][m][sAzimuthal][3] = 7.732370620*pow(10.0,-2.0); coefficients[STO5G][m][sAzimuthal][3] = 7.419373723*pow(10,-1.0);
225+ exponents[STO5G][m][sAzimuthal][4] = 3.800708627*pow(10.0,-2.0); coefficients[STO5G][m][sAzimuthal][4] = 3.724364929*pow(10,-1.0);
226+ // 3p
227+ exponents[STO5G][m][pAzimuthal][0] = 6.466803859; coefficients[STO5G][m][pAzimuthal][0] =-2.329023747*pow(10,-3.0);
228+ exponents[STO5G][m][pAzimuthal][1] = 1.555914802; coefficients[STO5G][m][pAzimuthal][1] =-1.357395221*pow(10,-2.0);
229+ exponents[STO5G][m][pAzimuthal][2] = 1.955925255*pow(10.0,-1.0); coefficients[STO5G][m][pAzimuthal][2] = 2.632185383*pow(10,-1.0);
230+ exponents[STO5G][m][pAzimuthal][3] = 8.809647701*pow(10.0,-2.0); coefficients[STO5G][m][pAzimuthal][3] = 5.880427024*pow(10,-1.0);
231+ exponents[STO5G][m][pAzimuthal][4] = 4.234835707*pow(10.0,-2.0); coefficients[STO5G][m][pAzimuthal][4] = 2.242794445*pow(10,-1.0);
232+ // 3d
233+ exponents[STO5G][m][dAzimuthal][0] = 1.539033958; coefficients[STO5G][m][dAzimuthal][0] = 2.020869128*pow(10,-2.0);
234+ exponents[STO5G][m][dAzimuthal][1] = 4.922090297*pow(10.0,-1.0); coefficients[STO5G][m][dAzimuthal][1] = 1.321157923*pow(10,-1.0);
235+ exponents[STO5G][m][dAzimuthal][2] = 2.029756928*pow(10.0,-1.0); coefficients[STO5G][m][dAzimuthal][2] = 3.911240346*pow(10,-1.0);
236+ exponents[STO5G][m][dAzimuthal][3] = 9.424112917*pow(10.0,-2.0); coefficients[STO5G][m][dAzimuthal][3] = 4.779609701*pow(10,-1.0);
237+ exponents[STO5G][m][dAzimuthal][4] = 4.569058269*pow(10.0,-2.0); coefficients[STO5G][m][dAzimuthal][4] = 1.463662294*pow(10,-1.0);
238+ }
239+
240+ //STO-6G, k-shell
241+ {
242+ // 1s
243+ exponents[STO6G][k][sAzimuthal][0] = 2.310303149*pow(10.0, 1.0); coefficients[STO6G][k][sAzimuthal][0] = 9.163596280*pow(10,-3.0);
244+ exponents[STO6G][k][sAzimuthal][1] = 4.235915534; coefficients[STO6G][k][sAzimuthal][1] = 4.936149294*pow(10,-2.0);
245+ exponents[STO6G][k][sAzimuthal][2] = 1.185056519; coefficients[STO6G][k][sAzimuthal][2] = 1.685383049*pow(10,-1.0);
246+ exponents[STO6G][k][sAzimuthal][3] = 4.070988982*pow(10.0,-1.0); coefficients[STO6G][k][sAzimuthal][3] = 3.705627997*pow(10,-1.0);
247+ exponents[STO6G][k][sAzimuthal][4] = 1.580884151*pow(10.0,-1.0); coefficients[STO6G][k][sAzimuthal][4] = 4.164915298*pow(10,-1.0);
248+ exponents[STO6G][k][sAzimuthal][5] = 6.510953954*pow(10.0,-2.0); coefficients[STO6G][k][sAzimuthal][5] = 1.303340841*pow(10,-1.0);
249+ }
250+
251+ //STO-6G, l-shell
252+ {
253+ // 2s
254+ exponents[STO6G][l][sAzimuthal][0] = 2.768496241*pow(10.0, 1.0); coefficients[STO6G][l][sAzimuthal][0] =-4.151277819*pow(10,-3.0);
255+ exponents[STO6G][l][sAzimuthal][1] = 5.077140627; coefficients[STO6G][l][sAzimuthal][1] =-2.067024148*pow(10,-2.0);
256+ exponents[STO6G][l][sAzimuthal][2] = 1.426786050; coefficients[STO6G][l][sAzimuthal][2] =-5.150303337*pow(10,-2.0);
257+ exponents[STO6G][l][sAzimuthal][3] = 2.040335729*pow(10.0,-1.0); coefficients[STO6G][l][sAzimuthal][3] = 3.346271174*pow(10,-1.0);
258+ exponents[STO6G][l][sAzimuthal][4] = 9.260298399*pow(10.0,-2.0); coefficients[STO6G][l][sAzimuthal][4] = 5.621061301*pow(10,-1.0);
259+ exponents[STO6G][l][sAzimuthal][5] = 4.416183978*pow(10.0,-2.0); coefficients[STO6G][l][sAzimuthal][5] = 1.712994697*pow(10,-1.0);
260+ // 2p
261+ exponents[STO6G][l][pAzimuthal][0] = 5.868285913; coefficients[STO6G][l][pAzimuthal][0] = 7.924233646*pow(10,-3.0);
262+ exponents[STO6G][l][pAzimuthal][1] = 1.530329631; coefficients[STO6G][l][pAzimuthal][1] = 5.144104825*pow(10,-2.0);
263+ exponents[STO6G][l][pAzimuthal][2] = 5.475665231*pow(10.0,-1.0); coefficients[STO6G][l][pAzimuthal][2] = 1.898400060*pow(10,-1.0);
264+ exponents[STO6G][l][pAzimuthal][3] = 2.288932733*pow(10.0,-1.0); coefficients[STO6G][l][pAzimuthal][3] = 4.049863191*pow(10,-1.0);
265+ exponents[STO6G][l][pAzimuthal][4] = 1.046655969*pow(10.0,-1.0); coefficients[STO6G][l][pAzimuthal][4] = 4.012362861*pow(10,-1.0);
266+ exponents[STO6G][l][pAzimuthal][5] = 4.948220127*pow(10.0,-2.0); coefficients[STO6G][l][pAzimuthal][5] = 1.051855189*pow(10,-1.0);
267+ }
268+
269+ //STO-6G, m-shell
270+ {
271+ // 3s
272+ exponents[STO6G][m][sAzimuthal][0] = 3.273031938; coefficients[STO6G][m][sAzimuthal][0] =-6.775596947*pow(10,-3.0);
273+ exponents[STO6G][m][sAzimuthal][1] = 9.200611311*pow(10.0,-1.0); coefficients[STO6G][m][sAzimuthal][1] =-5.639325779*pow(10,-2.0);
274+ exponents[STO6G][m][sAzimuthal][2] = 3.593349765*pow(10.0,-1.0); coefficients[STO6G][m][sAzimuthal][2] =-1.587656086*pow(10,-1.0);
275+ exponents[STO6G][m][sAzimuthal][3] = 6.636686991*pow(10.0,-2.0); coefficients[STO6G][m][sAzimuthal][3] = 5.534527651*pow(10,-1.0);
276+ exponents[STO6G][m][sAzimuthal][4] = 4.797373812*pow(10.0,-2.0); coefficients[STO6G][m][sAzimuthal][4] = 5.015351020*pow(10,-1.0);
277+ exponents[STO6G][m][sAzimuthal][5] = 2.724741144*pow(10.0,-2.0); coefficients[STO6G][m][sAzimuthal][5] = 7.223633674*pow(10,-2.0);
278+ // 3p
279+ exponents[STO6G][m][pAzimuthal][0] = 5.077973607; coefficients[STO6G][m][pAzimuthal][0] =-3.329929840*pow(10,-3.0);
280+ exponents[STO6G][m][pAzimuthal][1] = 1.340786940; coefficients[STO6G][m][pAzimuthal][1] =-1.419488340*pow(10,-2.0);
281+ exponents[STO6G][m][pAzimuthal][2] = 2.248434849*pow(10.0,-1.0); coefficients[STO6G][m][pAzimuthal][2] = 1.639395770*pow(10,-1.0);
282+ exponents[STO6G][m][pAzimuthal][3] = 1.131741848*pow(10.0,-1.0); coefficients[STO6G][m][pAzimuthal][3] = 4.485358256*pow(10,-1.0);
283+ exponents[STO6G][m][pAzimuthal][4] = 6.076408893*pow(10.0,-2.0); coefficients[STO6G][m][pAzimuthal][4] = 3.908813050*pow(10,-1.0);
284+ exponents[STO6G][m][pAzimuthal][5] = 3.315424265*pow(10.0,-2.0); coefficients[STO6G][m][pAzimuthal][5] = 7.411456232*pow(10,-2.0);
285+ // 3d
286+ exponents[STO6G][m][dAzimuthal][0] = 2.488296923; coefficients[STO6G][m][dAzimuthal][0] = 7.283828112*pow(10,-3.0);
287+ exponents[STO6G][m][dAzimuthal][1] = 7.981487853*pow(10.0,-1.0); coefficients[STO6G][m][dAzimuthal][1] = 5.386799363*pow(10,-2.0);
288+ exponents[STO6G][m][dAzimuthal][2] = 3.311327490*pow(10.0,-1.0); coefficients[STO6G][m][dAzimuthal][2] = 2.072139149*pow(10,-1.0);
289+ exponents[STO6G][m][dAzimuthal][3] = 1.559114463*pow(10.0,-1.0); coefficients[STO6G][m][dAzimuthal][3] = 4.266269092*pow(10,-1.0);
290+ exponents[STO6G][m][dAzimuthal][4] = 7.817734732*pow(10.0,-2.0); coefficients[STO6G][m][dAzimuthal][4] = 3.843100204*pow(10,-1.0);
291+ exponents[STO6G][m][dAzimuthal][5] = 4.058484363*pow(10.0,-2.0); coefficients[STO6G][m][dAzimuthal][5] = 8.902827546*pow(10,-2.0);
292+ }
293+
150294 }
151295
152296 }