HS KA			Messsystemanalyse					Seite 1 / 1				Einzelwerte	obere Spez.- grenze	untere Spez.- grenze	obere Grenze Normal	untere Grenze Normal	obere Grenze Messwerte	untere Grenze Messwerte
	FE_WS16_17_Sensorarray			Verfahren 1: Cg / Cgk - Studie									1022,41475	1050,0000	950,0000	1010,0000	990,0000	1021,1488	1011,7607
													1021,41475	1050,0000	950,0000	1010,0000	990,0000	1021,1488	1011,7607
													1021,41475	1050,0000	950,0000	1010,0000	990,0000	1021,1488	1011,7607
													1020,41475	1050,0000	950,0000	1010,0000	990,0000	1021,1488	1011,7607
	Akt. Dat.:	25.04.2017	Bearb.Name:	Tim Schanz		Abt./Kst./Prod.:	HS KA		Prüfort:	Langzeit			1020,41475	1050,0000	950,0000	1010,0000	990,0000	1021,1488	1011,7607
													1020,4147	1050,0000	950,0000	1010,0000	990,0000	1021,1488	1011,7607
		Prüfmittel			Normal			Merkmal					1019,4147	1050,0000	950,0000	1010,0000	990,0000	1021,1488	1011,7607
													1019,4147	1050,0000	950,0000	1010,0000	990,0000	1021,1488	1011,7607
	Bezeichnung:	LeddarM16		Bezeichnung:	S12		Bezeichnung:	Verfahren 1					1019,4147	1050,0000	950,0000	1010,0000	990,0000	1021,1488	1011,7607
	Nummer:	1		Nummer:	1		Segment:	12					1018,4147	1050,0000	950,0000	1010,0000	990,0000	1021,1488	1011,7607
	Auflösung:	1		Istwert:	1000		Nennmaß:	1000	OSG:	1050			1018,4147	1050,0000	950,0000	1010,0000	990,0000	1021,1488	1011,7607
	Prüfgrnd.:	Abnahme		Einheit:	mm		Einheit:	mm	USG:	950			1018,4147	1050,0000	950,0000	1010,0000	990,0000	1021,1488	1011,7607
							Offset	0	WinkelFehler	69,58525414			1017,4147	1050,0000	950,0000	1010,0000	990,0000	1021,1488	1011,7607
	Bemerkung:												1017,4147	1050,0000	950,0000	1010,0000	990,0000	1021,1488	1011,7607
													1017,4147	1050,0000	950,0000	1010,0000	990,0000	1021,1488	1011,7607
													1017,4147	1050,0000	950,0000	1010,0000	990,0000	1021,1488	1011,7607					Klassen	Häufigkeit
													1017,4147	1050,0000	950,0000	1010,0000	990,0000	1021,1488	1011,7607					1013,4	1
													1016,4147	1050,0000	950,0000	1010,0000	990,0000	1021,1488	1011,7607		Min	1012,4		1015,4	25
													1016,4147	1050,0000	950,0000	1010,0000	990,0000	1021,1488	1011,7607		Max	1022,4		1017,4	12
													1016,4147	1050,0000	950,0000	1010,0000	990,0000	1021,1488	1011,7607		Diff	10,0		1019,4	6
													1016,4147	1050,0000	950,0000	1010,0000	990,0000	1021,1488	1011,7607		kBreite	2,0		1021,4	5
													1016,4147	1050,0000	950,0000	1010,0000	990,0000	1021,1488	1011,7607					1023,4	1
													1016,4147	1050,0000	950,0000	1010,0000	990,0000	1021,1488	1011,7607						0
													1016,4147	1050,0000	950,0000	1010,0000	990,0000	1021,1488	1011,7607					Summe :	50
													1015,4147	1050,0000	950,0000	1010,0000	990,0000	1021,1488	1011,7607
													1015,4147	1050,0000	950,0000	1010,0000	990,0000	1021,1488	1011,7607
													1015,4147	1050,0000	950,0000	1010,0000	990,0000	1021,1488	1011,7607
													1015,4147	1050,0000	950,0000	1010,0000	990,0000	1021,1488	1011,7607
													1015,4147	1050,0000	950,0000	1010,0000	990,0000	1021,1488	1011,7607
													1015,4147	1050,0000	950,0000	1010,0000	990,0000	1021,1488	1011,7607
													1015,4147	1050,0000	950,0000	1010,0000	990,0000	1021,1488	1011,7607
	Einzelwerte												1015,4147	1050,0000	950,0000	1010,0000	990,0000	1021,1488	1011,7607
	1	6	11	16	21	26	31	36	41	46			1014,4147	1050,0000	950,0000	1010,0000	990,0000	1021,1488	1011,7607
	1022,4147	1020,41475	1018,4147	1017,4147	1016,4147	1015,4147	1015,4147	1014,4147	1014,414746	1014,414746			1014,4147	1050,0000	950,0000	1010,0000	990,0000	1021,1488	1011,7607
	1021,4147	1019,41475	1018,4147	1017,4147	1016,4147	1015,4147	1015,4147	1014,4147	1014,414746	1014,414746			1014,4147	1050,0000	950,0000	1010,0000	990,0000	1021,1488	1011,7607
	1021,4147	1019,41475	1017,4147	1016,4147	1016,4147	1015,4147	1014,4147	1014,4147	1014,414746	1014,414746			1014,4147	1050,0000	950,0000	1010,0000	990,0000	1021,1488	1011,7607
	1020,4147	1019,41475	1017,4147	1016,4147	1016,4147	1015,4147	1014,4147	1014,4147	1014,414746	1014,414746			1014,4147	1050,0000	950,0000	1010,0000	990,0000	1021,1488	1011,7607
	1020,4147	1018,41475	1017,4147	1016,4147	1015,4147	1015,4147	1014,4147	1014,4147	1014,414746	1012,414746			1014,4147	1050,0000	950,0000	1010,0000	990,0000	1021,1488	1011,7607
													1014,4147	1050,0000	950,0000	1010,0000	990,0000	1021,1488	1011,7607
	Spezifikationswerte			Gemessene Werte			Statistische Werte						1014,4147	1050,0000	950,0000	1010,0000	990,0000	1021,1488	1011,7607
	xm	1000,0000	mm				xg	1016,454746		mm			1014,4147	1050,0000	950,0000	1010,0000	990,0000	1021,1488	1011,7607
	xm - 0,1*T	990,0000	mm	xmin.	1012,4147	mm	xg - 2 * sg	1011,7607		mm			1014,4147	1050,0000	950,0000	1010,0000	990,0000	1021,1488	1011,7607
	xm + 0,1*T	1010,0000	mm	xmax.	1022,4147	mm	xg + 2 * sg	1021,1488		mm			1014,4147	1050,0000	950,0000	1010,0000	990,0000	1021,1488	1011,7607
	0,2 * T	20,0000	mm	R	10	mm	4 * sg	9,38814		mm			1014,4147	1050,0000	950,0000	1010,0000	990,0000	1021,1488	1011,7607
	T	100,0000	mm	nges.	50	Teile	sg	2,347035		mm			1014,4147	1050,0000	950,0000	1010,0000	990,0000	1021,1488	1011,7607
													1014,4147	1050,0000	950,0000	1010,0000	990,0000	1021,1488	1011,7607
								Messsystem fähig für T bis					1014,4147	1050,0000	950,0000	1010,0000	990,0000	1021,1488	1011,7607
	Cg  =	=	2,13		76,08	23,92		Tmin/Cg =	62,4311				1014,4147	1050,0000	950,0000	1010,0000	990,0000	1021,1488	1011,7607
					-49,11	149,11							1014,4147	1050,0000	950,0000	1010,0000	990,0000	1021,1488	1011,7607
	Cgk =	=	-1,38		14,285714	85,71		Tmin/Cgk =	226,9786				1012,4147	1050,0000	950,0000	1010,0000	990,0000	1021,1488	1011,7607
	Auflösung =	=	1,00%					Tmax. Aufl. =	20,0000
	Hinweise:	1.)	Auflösung ist ausreichend ! (Auflösung ist kleiner oder gleich 5% !)
		2.)	Meßgerät ist besser zu zentrieren ! (Cg ist noch kleiner als die Mindestbedingung 1,33 !)
		Beschreibung:		m = Master (Normal)		g = Gage (Prüfmittel)
	Datum:	________		Unterschrift:	__________________			Abteilung:	__________________