---

Overview

Bishopa
Szwedzka
Met tangensów

---

Sheet 1: Bishopa

	METODA BISHOPA
	Numer paska	Qsr [kN]	u [kPa]	u*b*1	tg j	Qsr - ub1	(Qsr - ub1)*tgj	c'	c'*b*1	(Qsr - ub1)*tgj + c'b*1	a	tga	sina	cosa	Qsr*sina	tga*tgj	1/cosa	1/m	(Qsr - ub1)*tgj + c'b*1*1/m
1	1	210.68	22.55	40.59	0.59	170.09	100.65	3.21	5.79	106.43	2.87	0.05	0.05	1.00	10.53	0.03	1.00	0.98	104.60
2	2	230.09	20.73	37.31	0.62	192.77	118.68	2.37	4.26	122.95	8.63	0.15	0.15	0.99	34.51	0.09	1.01	0.95	117.38
3	3	249.15	17.04	30.67	0.65	218.49	142.10	1.13	2.04	144.14	14.48	0.26	0.25	0.97	62.29	0.17	1.03	0.93	134.51
4	4	257.98	11.34	20.41	0.66	237.57	156.59	1.24	2.24	158.83	20.49	0.37	0.35	0.94	90.29	0.25	1.07	0.92	146.60
5	5	258.73	3.43	6.17	0.69	252.56	174.74	0.00	0.00	174.74	26.74	0.50	0.45	0.89	116.43	0.35	1.12	0.92	160.17
6	6	252.62	0.00	0.00	0.67	252.62	169.61	0.00	0.00	169.61	33.37	0.66	0.55	0.84	138.94	0.44	1.20	0.93	158.53
7	7	231.74	0.00	0.00	0.70	231.74	162.27	0.00	0.00	162.27	40.54	0.86	0.65	0.76	150.63	0.60	1.32	0.95	154.65
8	8	231.74	0.00	0.00	0.70	231.74	162.27	0.00	0.00	162.27	48.59	1.13	0.75	0.66	173.81	0.79	1.51	1.00	163.04
9	9	94.71	0.00	0.00	0.70	94.71	66.31	0.00	0.00	66.31	58.21	1.61	0.85	0.53	80.50	1.13	1.90	1.10	73.27
10	10	8.12	0.00	0.00	0.70	8.12	5.68	0.00	0.00	5.68	71.81	3.04	0.95	0.31	7.71	2.13	3.20	1.36	7.73
1	1'	134.72	22.55	40.59	0.56	94.13	52.59	4.97	8.94	61.52	-2.87	-0.05	-0.05	1.00	-6.74	-0.03	1.00	1.02	62.72
2	2'	99.01	20.73	37.31	0.54	61.70	33.47	5.49	9.88	43.35	-8.63	-0.15	-0.15	0.99	-14.85	-0.08	1.01	1.07	46.27
3	3'	56.55	17.04	30.67	0.55	25.89	14.12	5.02	9.04	23.16	-14.48	-0.26	-0.25	0.97	-14.14	-0.14	1.03	1.13	26.28
4	4'	59.79	11.34	20.41	0.52	39.37	20.50	5.42	9.76	30.26	-20.49	-0.37	-0.35	0.94	-20.93	-0.19	1.07	1.22	36.86
5	5'	28.91	3.43	6.17	0.62	22.74	14.21	0.00	0.00	14.21	-26.74	-0.50	-0.45	0.89	-13.01	-0.31	1.12	1.40	19.89
6	6'	2.31	0.00	0.00	0.62	2.31	1.44	0.00	0.00	1.44	-33.37	-0.66	-0.55	0.84	-1.27	-0.41	1.20	1.62	2.34
														S=	794.72			S=	1414.83
																		F=	1.78
	b jednego paska =	1.8
	F ze szwedzkiej	1.57

---

Sheet 2: Szwedzka

	METODA SZWEDZKA
	Numer paska	Qsr [kN]	sina	a	cosa	Qsr*sina	f' [o]	tg j	c'	L*1 [m^2]	c'*L*1 [kN]	u [kPa]	u*L*1	Qsr*cosa	Qsr*cosa - u*L*1	(Qsr*cosa - u*L*1)*tg j'
1	1	210.68	0.050	2.87	0.999	10.53	30.61	0.59	3.21	1.80	5.78	22.55	40.54	210.42	169.88	100.52
2	2	230.09	0.150	8.63	0.989	34.51	31.62	0.62	2.37	1.78	4.21	20.73	36.89	227.48	190.59	117.34
3	3	249.15	0.250	14.48	0.968	62.29	33.04	0.65	1.13	1.74	1.97	17.04	29.69	241.24	211.55	137.59
4	4	257.98	0.350	20.49	0.937	90.29	FaMaZ: wstawiam fi dla paskow które przecinaja podstawa warstwy 33.39	0.66	1.24	1.69	2.10	11.34	19.12	241.67	222.54	146.68
5	5	258.73	0.450	26.74	0.893	116.43	34.68	0.69	0.00	1.61	0.00	3.43	5.51	231.05	225.54	156.05
6	6	252.62	0.550	33.37	0.835	138.94	FaMaZ: wstawiam fi dla paskow które przecinaja podstawa warstwy 33.88	0.67	0.00	1.50	0.00	0	0.00	210.98	210.98	141.65
7	7	231.74	0.650	40.54	0.760	150.63	35.00	0.70	0.00	1.37	0.00	0	0.00	176.11	176.11	123.31
8	8	231.74	0.750	48.59	0.661	173.81	35.00	0.70	0.00	1.19	0.00	0	0.00	153.28	153.28	107.33
9	9	94.71	0.850	58.21	0.527	80.50	35.00	0.70	0.00	0.95	0.00	0	0.00	49.89	49.89	34.93
10	10	8.12	0.950	71.81	0.312	7.71	35.00	0.70	0.00	0.56	0.00	0	0.00	2.53	2.53	1.77
1	1'	134.72	-0.050	-2.87	0.999	-6.74	29.19	0.56	4.97	1.80	8.93	22.55	40.54	134.55	94.01	52.52
2	2'	99.01	-0.150	-8.63	0.989	-14.85	28.48	0.54	5.49	1.78	9.77	20.73	36.89	97.89	61.00	33.09
3	3'	56.55	-0.250	-14.48	0.968	-14.14	28.61	0.55	5.02	1.74	8.76	17.04	29.69	54.76	25.07	13.67
4	4'	59.79	-0.350	-20.49	0.937	-20.93	FaMaZ: wstawiam fi dla paskow które przecinaja podstawa warstwy 27.50	0.52	5.42	1.69	9.14	11.34	19.12	56.01	36.88	19.20
5	5'	28.91	-0.450	-26.74	0.893	-13.01	32.00	0.62	0.00	1.61	0.00	3.43	5.51	25.82	20.31	12.69
6	6'	2.31	-0.550	-33.37	0.835	-1.27	32.00	0.62	0.00	1.50	0.00	0	0.00	1.93	1.93	1.20
					S=	794.72				S=	50.67				S=	1199.55
															F=	1.57
		Pole					Pole					gama
	Numer paska	Nasyp	Ia	Ib	II		Nasyp	Ia	Ib	II		Nasyp	Ia	Ib	II
	1	62696.4882	9000	23400	17187.9648		6.27	0.90	2.34	1.72		18	18.5	20	20
	2	77114.6538	9000	23400	13914.9001		7.71	0.90	2.34	1.39
	3	95096.4882	9000	23400	7265.086		9.51	0.90	2.34	0.73
	4	111296.4882	9000	20172.69	327.0621		11.13	0.90	2.02	0.03		b jednego paska =	1.8
	5	127496.4882	8890.6749	6394.0313	0		12.75	0.89	0.64	0.00
	6	139062.7947	1246.1255	0	0		13.91	0.12	0.00	0.00
	7	128745.265	0	0	0		12.87	0.00	0.00	0.00
	8	128745.265	0	0	0		12.87	0.00	0.00	0.00
	9	52614.1629	0	0	0		5.26	0.00	0.00	0.00
	10	4510.0775	0	0	0		0.45	0.00	0.00	0.00
	1'	46496.4882	9000	0	17187.9648		4.65	0.90	0.00	1.72
	2'	30296.4882	9000	0	13914.9001		3.03	0.90	0.00	1.39
	3'	14096.4882	9000	0	7265.086		1.41	0.90	0.00	0.73
	4'	1109.8108	9000	20172.69	396.9383		0.11	0.90	2.02	0.04
	5'	0	9082.0644	6053.7746	0		0.00	0.91	0.61	0.00
	6'	0	1246.1255	0	0		0.00	0.12	0.00	0.00
	Uśredniam F dla pasków 6,4,4'									Zw dla pasków pod wodą
	Dla paska 6			Dla paska 4			Dla paska 4'
										nr paska	zw	zw [m]
	l1=	115.8423		l1=	137.8835		l1=	137.8835		1	225.4887	22.55
	l2=	71.7304		l2=	54.3642		l2=	50.4644		2	207.305	20.73
	L=	187.5727		L=	192.2477		L=	188.3479		3	170.3616	17.04
										4	113.4089	11.34
	j1=	35		F1=	32		F1=	32		5	34.2865	3.43
	j2=	32		F2=	12		F2=	12		1'	225.4887	22.55
				c1=	0		c1=	0		2'	207.305	20.73
				c2=	21		c2=	21		3'	170.3616	17.04
										4'	113.4089	11.34
	jśr=	33.88		Fśr=	26.94		Fśr=	27.22		5'	34.2865	3.43
	cśr=	0		csr=	5.94		cśr=	5.63
	j nasypu=	35
	j I =	32
	j II =	12
	c nasypu =	0
	c I =	0
	c II =	21

---

Sheet 3: Met tangensów

METODA TANGENSÓW
j =	42
Tgj =	0.900
Nachylenie	1:1	1:1,5	1:2	1:2,5	1:3
a	45	33.69	26.56	21.8	18.43
Tga	1.000	0.667	0.500	0.400	0.333
F =	0.90	1.35	1.80	2.25	2.70