地基沉降变形计算

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	应力系数	计算ψs	计算Ai
地基变形计算
工程名称:				工程编号:
结构构件名称:



ψs	p₀（kpa）	L（m）	B（m）	H（m）	z_n(m)	z_n(m)按规范计算
0.20	392.8	64.1	23	5.9	32.00	28.65345321
地层号	层底深度	fak	Es	土层到基底的深度hi	注:地层自基底以下地层填起,基底以上有分层的地层不填
	m	kpa	Mpa	（m）
2	0.95	373.85	15.0	-4.95
3	13.55	373.85	19.0	7.65
4	14	373.85	85.2	8.1
4	16.25	350	27.3	10.35
4--1	18.75	180	13.8	12.85
4	24.75	350	27.3	12.85
4--1	28.55	350	9.4	22.65
5	29	170	33.2	23.1
5--1	32	400	33.2	26.1

I	zi	αi	Esi	s_i(mm)	Σsi(mm)	s(mm)
1	1.0	0.2500	15.0	6.23	6.23	计算深度不够
2	13.6	0.2456	13.8	88.32	94.55	计算深度不够
3	14.0	0.2453	13.8	2.66	97.22	计算深度不够
4	16.3	0.2431	13.8	15.05	112.27	计算深度不够
5	18.8	0.2403	13.8	15.82	128.08	计算深度不够
6	24.8	0.2346	13.8	37.00	165.08	计算深度不够
7	28.6	0.2267	13.8	18.96	184.03	计算深度不够
8	29.0	0.2261	13.8	2.05	186.08	计算深度不够
9	31.0	0.2230	13.8	10.13	196.22	计算深度不够
10	32.0	0.2214	13.8	4.92	201.14	40.23

	示意图
	示意图

变形计算	ψs	计算Ai

矩形面积上均布荷载作用下角点的附加应力系数
L	B	Z	a
1	1	3	0.0447
矩形面积上均布荷载作用下角点的平均附加应力系数
L	B	Z	(L^2+B^2+Z^2)^0.5	(L^2+B^2)^0.5	a
3.2	2.5	3	5.048762225	4.060788101	0.2212

计算ψs	应力系数	变形计算	计算Ai

		po≥fak	0.75fak≤po≤fak	po≤0.75fak	分三种情况，按条件直接调用
	16.5	0.34	0.34	0.34	分三种情况，按条件直接调用

		2.5	4	7	15	20
	po≥fak	1.4	1.3	1	0.4	0.2
	po≤0.75fak	1.1	1	0.7	0.4	0.2

	此表格根据前后表格数据自动生成，请勿更改

	应力系数		变形计算		ψs
第一层		A₁=	0.237498338		第二层		A₂=	3.1022017		第三层		A₃=	0.3357925		第四层		A₄=	0.8231346		第五层		A₅=	0.5557637		第六层		A6=	1.2449272		第七层		A₇=	0.7209928		第八层		A₈=	0.1426029		第九层		A₉=	0.3950263	第十层		A₁₀=	0.231671
		A₁/Es₁=	0.015864952				A₂/Es₂=	0.2247972				A₃/Es₃=	0.0243328				A₄/Es₄=	0.0596474				A₅/Es₅=	0.0402727				A₆/Es₆=	0.0902121				A₇/Es₇=	0.0522459				A₈/Es₈=	0.0103335				A₉/Es₉=	0.0286251			A₁₀/Es₁₀=	0.01678773
n	dz	Z	dAi	n	dz	Z	dAi	n	dz	Z	dAi	n	dz	Z	dAi	n	dz	Z	dAi	n	dz	Z	dAi	n	dz	Z	dAi	n	dz	Z	dAi	n	dz	Z	dAi	n	dz	Z	dAi
1	0.01	0.010	0.002375002		1	0.1265	1.077	0.0316236		1	0.004	13.604	0.0009375		1	0.023	14.023	0.0053639		1	0.025	16.325	0.0056571		1	0.06	18.860	0.01307		1	0.038	24.838	0.0074621		1	0.004	28.604	0.0007314		1	0.02	29.020	0.0036278	1	0.01	31.010	0.001745
2	0.01	0.019	0.002375002		2	0.1265	1.203	0.03162308		2	0.004	13.608	0.00093745		2	0.023	14.046	0.00536236		2	0.025	16.350	0.00565507		2	0.06	18.920	0.01305754		2	0.038	24.876	0.0074569		2	0.004	28.608	0.00073136		2	0.02	29.040	0.00362638	2	0.01	31.020	0.001745
3	0.01	0.029	0.002375002		3	0.1265	1.330	0.0316224		3	0.004	13.612	0.0009374		3	0.023	14.069	0.00536087		3	0.025	16.375	0.00565308		3	0.06	18.980	0.01304507		3	0.038	24.914	0.00745166		3	0.004	28.612	0.0007313		3	0.02	29.060	0.00362497	3	0.01	31.030	0.001744
4	0.01	0.038	0.002375002		4	0.1265	1.456	0.0316216		4	0.004	13.616	0.0009374		4	0.023	14.092	0.0053594		4	0.025	16.400	0.0056511		4	0.06	19.040	0.0130326		4	0.038	24.952	0.0074464		4	0.004	28.616	0.0007312		4	0.02	29.080	0.0036236	4	0.01	31.040	0.001744
5	0.01	0.048	0.002375002		5	0.1265	1.583	0.0316206		5	0.004	13.620	0.00093732		5	0.023	14.115	0.00535788		5	0.025	16.425	0.00564908		5	0.06	19.100	0.01302008		5	0.038	24.990	0.00744117		5	0.004	28.620	0.00073119		5	0.02	29.100	0.00362217	5	0.01	31.050	0.001744
6	0.01	0.057	0.002375002		6	0.1265	1.709	0.03161946		6	0.004	14.359	0.00092902		6	0.023	14.759	0.00531509		6	0.025	16.450	0.00564708		6	0.06	19.160	0.01300756		6	0.038	25.028	0.00743593		6	0.004	28.828	0.00743593		6	0.02	29.228	0.00743593	6	0.01	31.228	0.007436
7	0.01	0.067	0.002375002		7	0.1265	1.836	0.0316181		7	0.004	13.628	0.0009372		7	0.023	14.161	0.0053549		7	0.025	16.475	0.0056451		7	0.06	19.220	0.012995		7	0.038	25.066	0.0074307		7	0.004	28.628	0.0007311		7	0.02	29.140	0.0036194	7	0.01	31.070	0.001743
8	0.01	0.076	0.002375002		8	0.1265	1.962	0.03161662		8	0.004	13.632	0.00093719		8	0.023	14.184	0.00535338		8	0.025	16.500	0.00564307		8	0.06	19.280	0.01298247		8	0.038	25.104	0.00742544		8	0.004	28.632	0.00073102		8	0.02	29.160	0.00361796	8	0.01	31.080	0.001743
9	0.01	0.086	0.002375002		9	0.1265	2.089	0.0316149		9	0.004	13.636	0.00093714		9	0.023	14.207	0.00535188		9	0.025	16.525	0.00564107		9	0.06	19.340	0.0129699		9	0.038	25.142	0.0074202		9	0.004	28.636	0.00073096		9	0.02	29.180	0.00361656	9	0.01	31.090	0.001742
10	0.01	0.095	0.002375002		10	0.1265	2.215	0.031613		10	0.004	13.640	0.0009371		10	0.023	14.230	0.0053504		10	0.025	16.550	0.0056391		10	0.06	19.400	0.0129573		10	0.038	25.180	0.007415		10	0.004	28.640	0.0007309		10	0.02	29.200	0.0036152	10	0.01	31.100	0.001742
11	0.01	0.105	0.002375002		11	0.1265	2.342	0.03161079		11	0.004	13.644	0.00093705		11	0.023	14.253	0.00534886		11	0.025	16.575	0.00563705		11	0.06	19.460	0.01294473		11	0.038	25.218	0.00740973		11	0.004	28.644	0.00073085		11	0.02	29.220	0.00361375	11	0.01	31.110	0.001742
12	0.01	0.114	0.002375002		12	0.1265	2.468	0.03160838		12	0.004	13.648	0.00093701		12	0.023	14.276	0.00534735		12	0.025	16.600	0.00563503		12	0.06	19.520	0.01293211		12	0.038	25.256	0.00740449		12	0.004	28.648	0.00073079		12	0.02	29.240	0.00361235	12	0.01	31.120	0.001741
13	0.01	0.124	0.002375001		13	0.1265	2.595	0.0315393		13	0.004	13.652	0.000937		13	0.023	14.299	0.0053458		13	0.025	16.625	0.005633		13	0.06	19.580	0.0129195		13	0.038	25.294	0.0073993		13	0.004	28.652	0.0007307		13	0.02	29.260	0.003611	13	0.01	31.130	0.001741
14	0.01	0.133	0.002375001		14	0.1265	2.721	0.0315265		14	0.004	13.656	0.00093692		14	0.023	14.322	0.00534432		14	0.025	16.650	0.005631		14	0.06	19.640	0.01290685		14	0.038	25.332	0.00739402		14	0.004	28.656	0.00073068		14	0.02	29.280	0.00360955	14	0.01	31.140	0.001740
15	0.01	0.143	0.002375001		15	0.1265	2.848	0.03151259		15	0.004	13.660	0.00093688		15	0.023	14.345	0.0053428		15	0.025	16.675	0.00562898		15	0.06	19.700	0.01289419		15	0.038	25.370	0.00738878		15	0.004	28.660	0.00073062		15	0.02	29.300	0.00360815	15	0.01	31.150	0.001740
16	0.01	0.152	0.002375001		16	0.1265	2.974	0.0314975		16	0.004	13.664	0.0009368		16	0.023	14.368	0.0053413		16	0.025	16.700	0.005627		16	0.06	19.760	0.0128815		16	0.038	25.408	0.0073835		16	0.004	28.664	0.0007306		16	0.02	29.320	0.0036068	16	0.01	31.160	0.001740
17	0.01	0.162	0.002375		17	0.1265	3.101	0.03148119		17	0.004	13.668	0.00093679		17	0.023	14.391	0.00533975		17	0.025	16.725	0.00562494		17	0.06	19.820	0.01286884		17	0.038	25.446	0.00737832		17	0.004	28.668	0.00073051		17	0.02	29.340	0.00360535	17	0.01	31.170	0.001739
18	0.01	0.171	0.002375		18	0.1265	3.227	0.03146364		18	0.004	13.672	0.00093675		18	0.023	14.414	0.00533823		18	0.025	16.750	0.00562292		18	0.06	19.880	0.01285615		18	0.038	25.484	0.00737308		18	0.004	28.672	0.00073045		18	0.02	29.360	0.00360396	18	0.01	31.180	0.001739
19	0.01	0.181	0.002375		19	0.1265	3.354	0.0314448		19	0.004	13.676	0.0009367		19	0.023	14.437	0.0053367		19	0.025	16.775	0.0056209		19	0.06	19.940	0.0128434		19	0.038	25.522	0.0073679		19	0.004	28.676	0.0007304		19	0.02	29.380	0.0036026	19	0.01	31.190	0.001739
20	0.01	0.190	0.002374999		20	0.1265	3.480	0.03142466		20	0.004	13.680	0.00093666		20	0.023	14.460	0.00533517		20	0.025	16.800	0.00561886		20	0.06	20.000	0.01283072		20	0.038	25.560	0.00736262		20	0.004	28.680	0.00073034		20	0.02	29.400	0.00360116	20	0.01	31.200	0.001738
21	0.01	0.200	0.002374999		21	0.1265	3.607	0.03140318		21	0.004	13.684	0.00093662		21	0.023	14.483	0.00533364		21	0.025	16.825	0.00561683		21	0.06	20.060	0.01281799		21	0.038	25.598	0.00735739		21	0.004	28.684	0.00073028		21	0.02	29.420	0.00359976	21	0.01	31.210	0.001738
22	0.01	0.209	0.002374998		22	0.1265	3.733	0.0313804		22	0.004	13.688	0.0009366		22	0.023	14.506	0.0053321		22	0.025	16.850	0.0056148		22	0.06	20.120	0.0128052		22	0.038	25.636	0.0073522		22	0.004	28.688	0.0007302		22	0.02	29.440	0.0035984	22	0.01	31.220	0.001738
23	0.01	0.219	0.002374998		23	0.1265	3.860	0.03135615		23	0.004	13.692	0.00093653		23	0.023	14.529	0.00533057		23	0.025	16.875	0.00561276		23	0.06	20.180	0.01279248		23	0.038	25.674	0.00734694		23	0.004	28.692	0.00073017		23	0.02	29.460	0.00359697	23	0.01	31.230	0.001737
24	0.01	0.228	0.002374997		24	0.1265	3.986	0.03133055		24	0.004	13.696	0.00093648		24	0.023	14.552	0.00532903		24	0.025	16.900	0.00561073		24	0.06	20.240	0.01277971		24	0.038	25.712	0.00734171		24	0.004	28.696	0.00073012		24	0.02	29.480	0.00359557	24	0.01	31.240	0.001737
25	0.01	0.238	0.002375001		25	0.1265	4.113	0.0315498		25	0.004	13.700	0.0009364		25	0.023	14.575	0.0053275		25	0.025	16.925	0.0056087		25	0.06	20.300	0.0127669		25	0.038	25.750	0.0073365		25	0.004	28.700	0.0007301		25	0.02	29.500	0.0035942	25	0.01	31.250	0.001737
26	0.01	0.247	0.002375001		26	0.1265	4.239	0.03154285		26	0.004	13.704	0.0009364		26	0.023	14.598	0.00532595		26	0.025	16.950	0.00560665		26	0.06	20.360	0.01275414		26	0.038	25.788	0.00733126		26	0.004	28.704	0.00073		26	0.02	29.520	0.00359278	26	0.01	31.260	0.001736
27	0.01	0.257	0.002375001		27	0.1265	4.366	0.03153548		27	0.004	13.708	0.00093635		27	0.023	14.621	0.0053244		27	0.025	16.975	0.00560461		27	0.06	20.420	0.01274134		27	0.038	25.826	0.00732604		27	0.004	28.708	0.00072995		27	0.02	29.540	0.00359138	27	0.01	31.270	0.001736
28	0.01	0.266	0.002375		28	0.1265	4.492	0.0315277		28	0.004	13.712	0.0009363		28	0.023	14.644	0.0053229		28	0.025	17.000	0.0056026		28	0.06	20.480	0.0127285		28	0.038	25.864	0.0073208		28	0.004	28.712	0.0007299		28	0.02	29.560	0.00359	28	0.01	31.280	0.001736
29	0.01	0.276	0.002375		29	0.1265	4.619	0.03151951		29	0.004	13.716	0.00093626		29	0.023	14.667	0.00532131		29	0.025	17.025	0.00560052		29	0.06	20.540	0.0127157		29	0.038	25.902	0.0073156		29	0.004	28.716	0.00072983		29	0.02	29.580	0.0035886	29	0.01	31.290	0.001735
30	0.01	0.285	0.002375		30	0.1265	4.745	0.03151089		30	0.004	13.720	0.00093622		30	0.023	14.690	0.00531976		30	0.025	17.050	0.00559847		30	0.06	20.600	0.01270286		30	0.038	25.940	0.00731038		30	0.004	28.720	0.00072978		30	0.02	29.600	0.0035872	30	0.01	31.300	0.001735
31	0.01	0.295	0.002375		31	0.1265	4.872	0.0315018		31	0.004	13.724	0.0009362		31	0.023	14.713	0.0053182		31	0.025	17.075	0.0055964		31	0.06	20.660	0.01269		31	0.038	25.978	0.0073052		31	0.004	28.724	0.0007297		31	0.02	29.620	0.0035858	31	0.01	31.310	0.001735
32	0.01	0.304	0.002375		32	0.1265	4.998	0.03149235		32	0.004	13.728	0.00093613		32	0.023	14.736	0.00531665		32	0.025	17.100	0.00559437		32	0.06	20.720	0.01267716		32	0.038	26.016	0.00729995		32	0.004	28.728	0.00072966		32	0.02	29.640	0.00358441	32	0.01	31.320	0.001734
33	0.01	0.314	0.002374999		33	0.1265	5.125	0.03148241		33	0.004	13.732	0.00093609		33	0.023	14.759	0.00531509		33	0.025	17.125	0.00559231		33	0.06	20.780	0.0126643		33	0.038	26.054	0.00729473		33	0.004	28.732	0.00072961		33	0.02	29.660	0.00358302	33	0.01	31.330	0.001734
34	0.01	0.323	0.002374999		34	0.1265	5.251	0.031472		34	0.004	13.736	0.000936		34	0.023	14.782	0.0053135		34	0.025	17.150	0.0055903		34	0.06	20.840	0.0126514		34	0.038	26.092	0.0072895		34	0.004	28.736	0.0007296		34	0.02	29.680	0.0035816	34	0.01	31.340	0.001734
35	0.01	0.333	0.002374999		35	0.1265	5.378	0.03146115		35	0.004	13.740	0.000936		35	0.023	14.805	0.00531197		35	0.025	17.175	0.0055882		35	0.06	20.900	0.01263854		35	0.038	26.130	0.0072843		35	0.004	28.740	0.0007295		35	0.02	29.700	0.00358023	35	0.01	31.350	0.001733
36	0.01	0.342	0.002374999		36	0.1265	5.504	0.03144983		36	0.004	13.744	0.00093595		36	0.023	14.828	0.00531041		36	0.025	17.200	0.00558614		36	0.06	20.960	0.01262565		36	0.038	26.168	0.00727909		36	0.004	28.744	0.00072944		36	0.02	29.720	0.00357884	36	0.01	31.360	0.001733
37	0.01	0.352	0.002374998		37	0.1265	5.631	0.031438		37	0.004	13.748	0.0009359		37	0.023	14.851	0.0053088		37	0.025	17.225	0.0055841		37	0.06	21.020	0.0126127		37	0.038	26.206	0.0072739		37	0.004	28.748	0.0007294		37	0.02	29.740	0.0035775	37	0.01	31.370	0.001733
38	0.01	0.361	0.002374998		38	0.1265	5.757	0.03142574		38	0.004	13.752	0.00093587		38	0.023	14.874	0.00530728		38	0.025	17.250	0.00558202		38	0.06	21.080	0.01259984		38	0.038	26.244	0.00726867		38	0.004	28.752	0.00072933		38	0.02	29.760	0.00357606	38	0.01	31.380	0.001732
39	0.01	0.371	0.002374998		39	0.1265	5.884	0.03141298		39	0.004	13.756	0.00093582		39	0.023	14.897	0.00530571		39	0.025	17.275	0.00557996		39	0.06	21.140	0.01258692		39	0.038	26.282	0.00726346		39	0.004	28.756	0.00072927		39	0.02	29.780	0.00357467	39	0.01	31.390	0.001732
40	0.01	0.380	0.002374997		40	0.1265	6.010	0.0313997		40	0.004	13.760	0.0009358		40	0.023	14.920	0.0053041		40	0.025	17.300	0.0055779		40	0.06	21.200	0.012574		40	0.038	26.320	0.0072583		40	0.004	28.760	0.0007292		40	0.02	29.800	0.0035733	40	0.01	31.400	0.001732
41	0.01	0.390	0.002374997		41	0.1265	6.137	0.03138596		41	0.004	13.764	0.00093573		41	0.023	14.943	0.00530256		41	0.025	17.325	0.00557582		41	0.06	21.260	0.01256105		41	0.038	26.358	0.00725305		41	0.004	28.764	0.00072916		41	0.02	29.820	0.00357189	41	0.01	31.410	0.001731
42	0.01	0.399	0.002374997		42	0.1265	6.263	0.0313717		42	0.004	13.768	0.00093569		42	0.023	14.966	0.00530098		42	0.025	17.350	0.00557375		42	0.06	21.320	0.01254811		42	0.038	26.396	0.00724785		42	0.004	28.768	0.0007291		42	0.02	29.840	0.0035705	42	0.01	31.420	0.001731
43	0.01	0.409	0.002374996		43	0.1265	6.390	0.0313569		43	0.004	13.772	0.0009356		43	0.023	14.989	0.0052994		43	0.025	17.375	0.0055717		43	0.06	21.380	0.0125352		43	0.038	26.434	0.0072426		43	0.004	28.772	0.000729		43	0.02	29.860	0.0035691	43	0.01	31.430	0.001731
44	0.01	0.418	0.002374996		44	0.1265	6.516	0.03134166		44	0.004	13.776	0.0009356		44	0.023	15.012	0.00529783		44	0.025	17.400	0.00556961		44	0.06	21.440	0.0125222		44	0.038	26.472	0.00723745		44	0.004	28.776	0.00072899		44	0.02	29.880	0.00356772	44	0.01	31.440	0.001730
45	0.01	0.428	0.002374995		45	0.1265	6.643	0.03132587		45	0.004	13.780	0.00093556		45	0.023	15.035	0.00529625		45	0.025	17.425	0.00556753		45	0.06	21.500	0.01250924		45	0.038	26.510	0.00723225		45	0.004	28.780	0.00072893		45	0.02	29.900	0.00356633	45	0.01	31.450	0.001730
46	0.01	0.437	0.002374995		46	0.1265	6.769	0.0313096		46	0.004	13.784	0.0009355		46	0.023	15.058	0.0052947		46	0.025	17.450	0.0055655		46	0.06	21.560	0.0124963		46	0.038	26.548	0.007227		46	0.004	28.784	0.0007289		46	0.02	29.920	0.0035649	46	0.01	31.460	0.001730
47	0.01	0.447	0.002374995		47	0.1265	6.896	0.03129272		47	0.004	13.788	0.00093547		47	0.023	15.081	0.00529308		47	0.025	17.475	0.00556338		47	0.06	21.620	0.01248329		47	0.038	26.586	0.00722185		47	0.004	28.788	0.00072882		47	0.02	29.940	0.00356355	47	0.01	31.470	0.001729
48	0.01	0.456	0.002374994		48	0.1265	7.022	0.03127537		48	0.004	13.792	0.00093542		48	0.023	15.104	0.00529149		48	0.025	17.500	0.0055613		48	0.06	21.680	0.0124703		48	0.038	26.624	0.00721666		48	0.004	28.792	0.00072876		48	0.02	29.960	0.00356217	48	0.01	31.480	0.001729
49	0.01	0.466	0.002374994		49	0.1265	7.149	0.0312575		49	0.004	13.796	0.0009354		49	0.023	15.127	0.0052899		49	0.025	17.525	0.0055592		49	0.06	21.740	0.0124573		49	0.038	26.662	0.0072115		49	0.004	28.796	0.0007287		49	0.02	29.980	0.0035608	49	0.01	31.490	0.001729
50	0.01	0.475	0.002374993		50	0.1265	7.275	0.03123906		50	0.004	13.800	0.00093533		50	0.023	15.150	0.00528831		50	0.025	17.550	0.00555714		50	0.06	21.800	0.01244431		50	0.038	26.700	0.00720627		50	0.004	28.800	0.00072865		50	0.02	30.000	0.00355939	50	0.01	31.500	0.001728
51	0.01	0.485	0.002374992		51	0.1265	7.402	0.03122011		51	0.004	13.804	0.00093529		51	0.023	15.173	0.00528671		51	0.025	17.575	0.00555505		51	0.06	21.860	0.01243131		51	0.038	26.738	0.00720108		51	0.004	28.804	0.00072859		51	0.02	30.020	0.00355801	51	0.01	31.510	0.001728
52	0.01	0.494	0.002374992		52	0.1265	2.974	0.0315961		52	0.004	13.664	0.0009368		52	0.023	14.368	0.0053413		52	0.025	16.700	0.005627		52	0.06	19.760	0.0128815		52	0.038	25.408	0.0073835		52	0.004	28.664	0.0007306		52	0.02	29.320	0.0036068	52	0.01	31.160	0.001740
53	0.01	0.504	0.002374991		53	0.1265	7.655	0.0311806		53	0.004	13.812	0.0009352		53	0.023	15.219	0.00528352		53	0.025	17.625	0.00555088		53	0.06	21.980	0.01240528		53	0.038	26.814	0.00719071		53	0.004	28.812	0.00072848		53	0.02	30.060	0.00355524	53	0.01	31.530	0.001727
54	0.01	0.513	0.002374991		54	0.1265	7.781	0.03116004		54	0.004	13.816	0.00093516		54	0.127	20.831	0.02667749		54	0.025	17.650	0.00554879		54	0.06	22.040	0.01239226		54	0.038	26.852	0.00718552		54	0.004	28.816	0.00072842		54	0.02	30.080	0.00355385	54	0.01	31.540	0.001727
55	0.01	0.523	0.00237499		55	0.1265	7.908	0.0311389		55	0.004	13.820	0.0009351		55	0.023	15.265	0.0052803		55	0.025	17.675	0.0055467		55	0.06	22.100	0.0123792		55	0.038	26.890	0.0071803		55	0.004	28.820	0.0007284		55	0.02	30.100	0.0035525	55	0.01	31.550	0.001727
56	0.01	0.532	0.002374989		56	0.1265	8.034	0.03111729		56	0.004	13.824	0.00093507		56	0.023	15.288	0.00527871		56	0.025	17.700	0.0055446		56	0.06	22.160	0.01236621		56	0.038	26.928	0.00717515		56	0.004	28.824	0.00072831		56	0.02	30.120	0.00355108	56	0.01	31.560	0.001726
57	0.01	0.542	0.002374989		57	0.1265	8.161	0.0310951		57	0.004	13.828	0.00093502		57	0.023	15.311	0.00527711		57	0.025	17.725	0.00554251		57	0.06	22.220	0.01235317		57	0.038	26.966	0.00716997		57	0.004	28.828	0.00072826		57	0.02	30.140	0.0035497	57	0.01	31.570	0.001726
58	0.01	0.551	0.002374988		58	0.1265	8.287	0.0310724		58	0.004	13.832	0.000935		58	0.023	15.334	0.0052755		58	0.025	17.750	0.0055404		58	0.06	22.280	0.0123401		58	0.038	27.004	0.0071648		58	0.004	28.832	0.0007282		58	0.02	30.160	0.0035483	58	0.01	31.580	0.001726
59	0.01	0.561	0.002374987		59	0.1265	8.414	0.0310491		59	0.004	13.836	0.00093494		59	0.023	15.357	0.00527389		59	0.025	17.775	0.00553831		59	0.06	22.340	0.01232709		59	0.038	27.042	0.00715962		59	0.004	28.836	0.00072814		59	0.02	30.180	0.00354693	59	0.01	31.590	0.001725
60	0.01	0.570	0.002374986		60	0.1265	8.540	0.03102528		60	0.004	13.840	0.00093489		60	0.023	15.380	0.00527228		60	0.025	17.800	0.00553621		60	0.06	22.400	0.01231404		60	0.038	27.080	0.00715444		60	0.004	28.840	0.00072809		60	0.02	30.200	0.00354555	60	0.01	31.600	0.001725
61	0.01	0.580	0.002374986		61	0.1265	8.667	0.0310009		61	0.004	13.844	0.0009348		61	0.023	15.403	0.0052707		61	0.025	17.825	0.0055341		61	0.06	22.460	0.012301		61	0.038	27.118	0.0071493		61	0.004	28.844	0.000728		61	0.02	30.220	0.0035442	61	0.01	31.610	0.001725
62	0.01	0.589	0.002374985		62	0.1265	8.793	0.03097601		62	0.004	13.848	0.0009348		62	0.023	15.426	0.00526905		62	0.025	17.850	0.00553201		62	0.06	22.520	0.01228793		62	0.038	27.156	0.0071441		62	0.004	28.848	0.00072797		62	0.02	30.240	0.00354278	62	0.01	31.620	0.001724
63	0.01	0.599	0.002374984		63	0.1265	8.920	0.03095057		63	0.004	13.852	0.00093476		63	0.023	15.449	0.00526743		63	0.025	17.875	0.00552991		63	0.06	22.580	0.01227487		63	0.038	27.194	0.00713893		63	0.004	28.852	0.00072792		63	0.02	30.260	0.0035414	63	0.01	31.630	0.001724
64	0.01	0.608	0.002374983		64	0.1265	9.046	0.0309246		64	0.004	13.856	0.0009347		64	0.023	15.472	0.0052658		64	0.025	17.900	0.0055278		64	0.06	22.640	0.0122618		64	0.038	27.232	0.0071338		64	0.004	28.856	0.0007279		64	0.02	30.280	0.00354	64	0.01	31.640	0.001724
65	0.01	0.618	0.002374982		65	0.1265	9.173	0.03089805		65	0.004	13.860	0.00093467		65	0.023	15.495	0.00526419		65	0.025	17.925	0.00552569		65	0.06	22.700	0.01224874		65	0.038	27.270	0.00712859		65	0.004	28.860	0.00072781		65	0.02	30.300	0.00353864	65	0.01	31.650	0.001723
66	0.01	0.627	0.002374981		66	0.1265	9.299	0.03087097		66	0.004	13.864	0.00093462		66	0.023	15.518	0.00526257		66	0.025	17.950	0.00552358		66	0.06	22.760	0.01223567		66	0.038	27.308	0.00712342		66	0.004	28.864	0.00072775		66	0.02	30.320	0.00353726	66	0.01	31.660	0.001723
67	0.01	0.637	0.00237498		67	0.1265	9.426	0.0308434		67	0.004	13.868	0.0009346		67	0.023	15.541	0.0052609		67	0.025	17.975	0.0055215		67	0.06	22.820	0.0122226		67	0.038	27.346	0.0071183		67	0.004	28.868	0.0007277		67	0.02	30.340	0.0035359	67	0.01	31.670	0.001723
68	0.01	0.646	0.002374979		68	0.1265	9.552	0.03081522		68	0.004	13.872	0.00093453		68	0.023	15.564	0.00525932		68	0.025	18.000	0.00551936		68	0.06	22.880	0.01220952		68	0.038	27.384	0.0071131		68	0.004	28.872	0.00072764		68	0.02	30.360	0.0035345	68	0.01	31.680	0.001722
69	0.01	0.656	0.002374978		69	0.1265	9.679	0.03078654		69	0.004	13.876	0.00093449		69	0.023	15.587	0.00525769		69	0.025	18.025	0.00551725		69	0.06	22.940	0.01219644		69	0.038	27.422	0.00710794		69	0.004	28.876	0.00072758		69	0.02	30.380	0.00353312	69	0.01	31.690	0.001722
70	0.01	0.665	0.002374977		70	0.1265	9.805	0.0307573		70	0.004	13.880	0.0009344		70	0.023	15.610	0.0052561		70	0.025	18.050	0.0055151		70	0.06	23.000	0.0121834		70	0.038	27.460	0.0071028		70	0.004	28.880	0.0007275		70	0.02	30.400	0.0035317	70	0.01	31.700	0.001721
71	0.01	0.675	0.002374976		71	0.1265	9.932	0.03072758		71	0.004	13.884	0.0009344		71	0.023	15.633	0.00525443		71	0.025	18.075	0.00551302		71	0.06	23.060	0.01217028		71	0.038	27.498	0.00709763		71	0.004	28.884	0.00072747		71	0.02	30.420	0.00353036	71	0.01	31.710	0.001721
72	0.01	0.684	0.002374975		72	0.1265	10.058	0.0306973		72	0.004	13.888	0.00093436		72	0.023	15.656	0.0052528		72	0.025	18.100	0.0055109		72	0.06	23.120	0.01215719		72	0.038	27.536	0.00709247		72	0.004	28.888	0.00072741		72	0.02	30.440	0.00352898	72	0.01	31.720	0.001721
73	0.01	0.694	0.002374974		73	0.1265	10.185	0.0306665		73	0.004	13.892	0.0009343		73	0.023	15.679	0.0052512		73	0.025	18.125	0.0055088		73	0.06	23.180	0.0121441		73	0.038	27.574	0.0070873		73	0.004	28.892	0.0007274		73	0.02	30.460	0.0035276	73	0.01	31.730	0.001720
74	0.01	0.703	0.002374973		74	0.1265	10.311	0.03063518		74	0.004	13.896	0.00093427		74	0.023	15.702	0.00524952		74	0.025	18.150	0.00550666		74	0.06	23.240	0.01213102		74	0.038	27.612	0.00708217		74	0.004	28.896	0.0007273		74	0.02	30.480	0.00352623	74	0.01	31.740	0.001720
75	0.01	0.713	0.002374972		75	0.1265	10.438	0.03060334		75	0.004	13.900	0.00093422		75	0.023	15.725	0.00524788		75	0.025	18.175	0.00550453		75	0.06	23.300	0.01211792		75	0.038	27.650	0.00707702		75	0.004	28.900	0.00072724		75	0.02	30.500	0.00352485	75	0.01	31.750	0.001720
76	0.01	0.722	0.00237497		76	0.1265	10.564	0.030571		76	0.004	13.904	0.0009342		76	0.023	15.748	0.0052462		76	0.025	18.200	0.0055024		76	0.06	23.360	0.0121048		76	0.038	27.688	0.0070719		76	0.004	28.904	0.0007272		76	0.02	30.520	0.0035235	76	0.01	31.760	0.001719
77	0.01	0.732	0.002374969		77	0.1265	10.691	0.0305381		77	0.004	13.908	0.00093413		77	0.023	15.771	0.0052446		77	0.025	18.225	0.00550028		77	0.06	23.420	0.01209174		77	0.038	27.726	0.00706673		77	0.004	28.908	0.00072713		77	0.02	30.540	0.0035221	77	0.01	31.770	0.001719
78	0.01	0.741	0.002374968		78	0.1265	10.817	0.03050472		78	0.004	13.912	0.00093409		78	0.023	15.794	0.00524296		78	0.025	18.250	0.00549816		78	0.06	23.480	0.01207865		78	0.038	27.764	0.00706159		78	0.004	28.912	0.00072707		78	0.02	30.560	0.00352072	78	0.01	31.780	0.001719
79	0.01	0.751	0.002374966		79	0.1265	10.944	0.0304708		79	0.004	13.916	0.000934		79	0.023	15.817	0.0052413		79	0.025	18.275	0.005496		79	0.06	23.540	0.0120656		79	0.038	27.802	0.0070564		79	0.004	28.916	0.000727		79	0.02	30.580	0.0035193	79	0.01	31.790	0.001718
80	0.01	0.760	0.002374965		80	0.1265	11.070	0.03043643		80	0.004	13.920	0.000934		80	0.023	15.840	0.00523966		80	0.025	18.300	0.0054939		80	0.06	23.600	0.01205245		80	0.038	27.840	0.00705131		80	0.004	28.920	0.00072696		80	0.02	30.600	0.00351797	80	0.01	31.800	0.001718
81	0.01	0.770	0.002374964		81	0.1265	11.197	0.03040154		81	0.004	13.924	0.00093395		81	0.023	15.863	0.00523801		81	0.025	18.325	0.00549177		81	0.06	23.660	0.01203936		81	0.038	27.878	0.00704617		81	0.004	28.924	0.00072691		81	0.02	30.620	0.0035166	81	0.01	31.810	0.001718
82	0.01	0.779	0.002374962		82	0.1265	11.323	0.0303661		82	0.004	13.928	0.0009339		82	0.023	15.886	0.0052364		82	0.025	18.350	0.0054896		82	0.06	23.720	0.0120263		82	0.038	27.916	0.007041		82	0.004	28.928	0.0007268		82	0.02	30.640	0.0035152	82	0.01	31.820	0.001717
83	0.01	0.789	0.002374961		83	0.1265	11.450	0.03033026		83	0.004	13.932	0.00093387		83	0.023	15.909	0.0052347		83	0.025	18.375	0.0054875		83	0.06	23.780	0.01201316		83	0.038	27.954	0.0070359		83	0.004	28.932	0.00072679		83	0.02	30.660	0.00351385	83	0.01	31.830	0.001717
84	0.01	0.798	0.002374959		84	0.1265	11.576	0.03029389		84	0.004	13.936	0.00093382		84	0.023	15.932	0.00523305		84	0.025	18.400	0.00548537		84	0.06	23.840	0.01200007		84	0.038	27.992	0.00703077		84	0.004	28.936	0.00072674		84	0.02	30.680	0.00351247	84	0.01	31.840	0.001717
85	0.01	0.808	0.002374958		85	0.1265	11.703	0.030257		85	0.004	13.940	0.0009338		85	0.023	15.955	0.0052314		85	0.025	18.425	0.0054832		85	0.06	23.900	0.011987		85	0.038	28.030	0.0070256		85	0.004	28.940	0.0007267		85	0.02	30.700	0.0035111	85	0.01	31.850	0.001716
86	0.01	0.817	0.002374956		86	0.1265	11.829	0.03021971		86	0.004	13.944	0.00093373		86	0.023	15.978	0.00522973		86	0.025	18.450	0.00548109		86	0.06	23.960	0.01197387		86	0.038	28.068	0.00702051		86	0.004	28.944	0.00072662		86	0.02	30.720	0.00350973	86	0.01	31.860	0.001716
87	0.01	0.827	0.002374954		87	0.1265	11.956	0.0301819		87	0.004	24.606	0.02494795		87	0.023	25.006	0.02476414		87	0.025	18.475	0.00547895		87	0.06	24.020	0.01196078		87	0.038	28.106	0.00701539		87	0.004	31.906	0.00701539		87	0.02	32.306	0.00701539	87	0.01	34.306	0.007015
88	0.01	0.836	0.002374953		88	0.1265	2.974	0.0315961		88	0.004	13.664	0.0296274		88	0.023	14.368	0.029377		88	0.025	16.700	0.005627		88	0.06	19.760	0.0128815		88	0.038	25.408	0.0073835		88	0.004	28.664	0.0073835		88	0.02	29.320	0.0073835	88	0.01	31.160	0.007384
89	0.01	0.846	0.002374951		89	0.1265	12.209	0.03010489		89	0.004	24.859	0.02483167		89	0.023	25.259	0.02464801		89	0.025	18.525	0.00547467		89	0.06	24.140	0.01193458		89	0.038	28.182	0.00700515		89	0.004	31.982	0.00700515		89	0.02	32.382	0.00700515	89	0.01	34.382	0.007005
90	0.01	0.855	0.002374949		90	0.1265	12.335	0.03006569		90	0.004	24.985	0.02477356		90	0.023	25.385	0.02458999		90	0.025	18.550	0.00547252		90	0.06	24.200	0.01192149		90	0.038	28.220	0.00700003		90	0.004	32.020	0.00700003		90	0.02	32.420	0.00700003	90	0.01	34.420	0.007000
91	0.01	0.865	0.002374948		91	0.1265	12.462	0.030026		91	0.004	25.112	0.0247155		91	0.023	25.512	0.024532		91	0.025	18.575	0.0054704		91	0.06	24.260	0.0119084		91	0.038	28.258	0.0069949		91	0.004	32.058	0.0069949		91	0.02	32.458	0.0069949	91	0.01	34.458	0.006995
92	0.01	0.874	0.002374946		92	0.1265	12.588	0.02998594		92	0.004	25.238	0.02465742		92	0.023	25.638	0.02447406		92	0.025	18.600	0.00546823		92	0.06	24.320	0.0118953		92	0.038	28.296	0.0069898		92	0.004	32.096	0.0069898		92	0.02	32.496	0.0069898	92	0.01	34.496	0.006990
93	0.01	0.884	0.002374944		93	0.1265	12.715	0.02994539		93	0.004	25.365	0.02459939		93	0.023	25.765	0.02441615		93	0.025	18.625	0.00546608		93	0.06	24.380	0.01188221		93	0.038	28.334	0.00698469		93	0.004	32.134	0.00698469		93	0.02	32.534	0.00698469	93	0.01	34.534	0.006985
94	0.01	0.893	0.002374942		94	0.1265	12.841	0.0299044		94	0.004	25.491	0.0245414		94	0.023	25.891	0.0243583		94	0.025	18.650	0.0054639		94	0.06	24.440	0.0118691		94	0.038	28.372	0.0069796		94	0.004	32.172	0.0069796		94	0.02	32.572	0.0069796	94	0.01	34.572	0.006980
95	0.01	0.903	0.00237494		95	0.1265	12.968	0.02986298		95	0.004	25.618	0.02448345		95	0.023	26.018	0.02430045		95	0.025	18.675	0.00546178		95	0.06	24.500	0.01185603		95	0.038	28.410	0.00697447		95	0.004	32.210	0.00697447		95	0.02	32.610	0.00697447	95	0.01	34.610	0.006974
96	0.01	0.912	0.002374938		96	0.1265	13.094	0.02982113		96	0.004	25.744	0.02442553		96	0.023	26.144	0.02424267		96	0.025	18.700	0.00545963		96	0.06	24.560	0.01184294		96	0.038	28.448	0.00696936		96	0.004	32.248	0.00696936		96	0.02	32.648	0.00696936	96	0.01	34.648	0.006969
97	0.01	0.922	0.002374936		97	0.1265	13.221	0.02977886		97	0.004	13.988	0.00093324		97	0.127	26.271	0.02418494		97	0.025	18.725	0.00545748		97	0.06	24.620	0.01182986		97	0.038	28.486	0.00696426		97	0.004	28.988	0.00072601		97	0.02	30.940	0.00349466	97	0.01	31.970	0.001712
98	0.01	0.931	0.002374934		98	0.1265	13.347	0.0297362		98	0.004	13.992	0.0009332		98	0.127	26.397	0.0241273		98	0.025	18.750	0.0054553		98	0.06	24.680	0.0118168		98	0.038	28.524	0.0069592		98	0.004	28.992	0.0007259		98	0.02	30.960	0.0034933	98	0.01	31.980	0.001712
99	0.01	0.941	0.002374932		99	0.1265	13.474	0.02969307		99	0.004	13.996	0.00093315		99	0.127	26.524	0.02406962		99	0.025	18.775	0.00545317		99	0.06	24.740	0.01180369		99	0.038	28.562	0.00695406		99	0.004	28.996	0.00072589		99	0.02	30.980	0.00349192	99	0.01	31.990	0.001712
100	0.01	0.950	0.00237493		100	0.1265	13.600	0.02964956		100	0.004	14.000	0.0009331		100	0.127	26.650	0.02401205		100	0.025	18.800	0.00545101		100	0.06	24.800	0.01179061		100	0.038	28.600	0.00694896		100	0.004	29.000	0.00072584		100	0.02	31.000	0.00349055	100	0.01	32.000	0.001711

变形计算附加应力系数计算 ψs 计算Ai

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