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Riverhawk

美國(guó)進(jìn)口Riverhawk柔性樞軸flexpivots 產(chǎn)品型號(hào)：500 Riverhawk國(guó)內(nèi)唯一正規(guī)代理
國(guó)內(nèi)唯一提供最專(zhuān)業(yè)的技術(shù)支持
國(guó)內(nèi)唯一能提供軸承選型，軸承夾具設(shè)計(jì)服務(wù)
產(chǎn)品描述：Riverhawk撓性樞軸 Flexural pivots, flexural hinges 又叫扭力彈簧，撓性樞軸，十字軸承，彎曲軸承，有限旋轉(zhuǎn)角度軸承。
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Riverhawk撓性樞軸 Flexural pivots, flexural hinges
又叫扭力彈簧，撓性樞軸，十字軸承，彎曲軸承，有限旋轉(zhuǎn)角度軸承。

其旋轉(zhuǎn)角度有三個(gè)系列：

400系列，如5004-400：+/-3.75度；

600系列，如5004-600：+/-7.5度；

800系列，如5006-800：+/-15度。

1，Riverhawk Free Flex

Cantilevered (Single-Ended) Pivot Bearings

Nominal Outside Diameter (Inch) D +0.0000 -0.0005	Torsional Spring Rate (in-lb) (Degree) See Note 2	Radial Load Capacity (Pounds) Load at Center of "A" See Note 1		Axial Load Capacity (Pounds)			Catalog Number
Nominal Outside Diameter (Inch) D +0.0000 -0.0005	Torsional Spring Rate (in-lb) (Degree) See Note 2	Vc	Vt	Pa	L ±0.003	A ±0.005	Series 5000 Cantilevered
0.1250	0.0140	25.5	25.5	24.5	0.200	0.095	5004-400
	0.0017	8.9	13.0	12.3			5004-600
	0.0002	1.0	3.7	5.9			5004-800
0.1562	0.0279	39.5	39.5	38.7	0.250	0.120	5005-400
	0.0035	13.8	20.0	19.4			5005-600
	0.0004	1.5	6.0	9.7			5005-800
0.1875	0.0473	56.0	56.0	56.4	0.300	0.142	5006-400
	0.0057	19.8	28.0	27.9			5006-600
	0.0037	12.2	20.2	24.4			5006-660
	0.0007	2.1	8.0	13.9			5006-800
0.2500	0.1141	101.0	101.0	99.0	0.400	0.190	5008-400
	0.0143	35.5	51.0	49.4			5008-600
	0.0018	3.7	14.5	24.7			5008-800
0.3125	0.2234	158.0	158.0	154.0	0.500	0.238	5010-400
	0.0286	55.0	79.0	77.5			5010-600
	0.0036	5.8	23.0	38.8			5010-800
0.3750	0.3840	228.0	228.0	223.0	0.600	0.285	5012-400
	0.0480	80.0	114.0	112.0			5012-600
	0.0058	8.4	32.8	55.4			5012-800
0.5000	0.9080	403.0	403.0	392.0	0.800	0.380	5016-400
	0.1134	141.0	202.0	196.0			5016-600
	0.0142	14.6	58.0	98.0			5016-800
0.6250	1.8500	634.0	634.0	615.0	1.000	0.475	5020-400
	0.2321	222.0	317.0	308.0			5020-600
	0.0295	23.0	93.0	155.0			5020-800
0.7500	3.1800	910.0	910.0	884.0	1.200	0.570	5024-400
	0.3980	318.0	455.0	442.0			5024-600
	0.0500	33.0	130.0	221.0			5024-800
1.0000	7.5200	1620.0	1620.0	1570.0	1.600	0.770	5032-400
	0.9390	567.0	815.0	785.0			5032-600
	0.1175	60.0	236.0	392.0			5032-800
Notes: 1. Pounds at zero deflection based on pure radial load. Performance of pivot is a function of number of cycles, angular travel, and loading. Must use life cycle curves for selection of proper pivot. When the load is applied directly through a single spring, multiply capacity by 0.707. 2. At zero load, Torsional Spring Rate may change with radial load.

2. Riverhawk Free Flex

Double End Pivot Bearings

Nominal Outside Diameter (Inch) D +0.0000 -0.0005	Torsional Spring Rate (in-lb) (Degree) See Note 2	Radial Load Capacity (Pounds) Load at Center of "C" See Note 1		Axial Load Capacity (Pounds)				Catalog Number
Nominal Outside Diameter (Inch) D +0.0000 -0.0005	Torsional Spring Rate (in-lb) (Degree) See Note 2	Vc	Vt	Pa	L ±0.003	E ±0.005	C +0.005 -0.015	Series 6000 Double-Ended
0.1250	0.0140	28.0	28.0	24.5	0.200	0.045	0.085	6004-400
	0.0017	17.7	25.0	12.3				6004-600
	0.0002	2.2	4.7	5.9				6004-800
0.1562	0.0279	44.0	44.0	38.7	0.250	0.057	0.110	6005-400
	0.0035	27.6	39.0	19.4				6005-600
	0.0004	3.5	7.4	9.7				6005-800
0.1875	0.0473	63.0	63.0	56.4	0.300	0.067	0.130	6006-400
	0.0057	39.6	56.0	27.9				6006-600
	0.0007	4.9	9.0	13.9				6006-800
0.2500	0.1141	113.0	113.0	99.0	0.400	0.090	0.175	6008-400
	0.0143	70.7	100.0	49.4				6008-600
	0.0018	8.5	19.0	24.7				6008-800
0.3125	0.2234	176.0	176.0	154.0	0.500	0.112	0.220	6010-400
	0.0286	110.0	156.0	77.5				6010-600
	0.0036	14.0	29.0	38.8				6010-800
0.3750	0.3840	253.0	253.0	223.0	0.600	0.135	0.265	6012-400
	0.0480	159.0	225.0	112.0				6012-600
	0.0058	19.8	42.0	55.4				6012-800
0.5000	0.9080	450.0	450.0	392.0	0.800	0.180	0.355	6016-400
	0.1134	283.0	400.0	196.0				6016-600
	0.0142	35.4	75.0	98.0				6016-800
0.6250	1.8500	703.0	703.0	615.0	1.000	0.225	0.445	6020-400
	0.2321	442.0	625.0	308.0				6020-600
	0.0295	55.0	117.0	155.0				6020-800
0.7500	3.1800	1013.0	1013.0	884.0	1.200	0.270	0.535	6024-400
	0.3980	363.0	900.0	442.0				6024-600
	0.0500	78.0	169.0	221.0				6024-800
1.0000	7.5200	1800.0	1800.0	1570.0	1.600	0.370	0.735	6032-400
	0.9390	1131.0	1600.0	785.0				6032-600
	0.1175	141.0	300.0	392.0				6032-800
Notes: 1. Pounds at zero deflection based on pure radial load. Performance of pivot is a function of number of cycles, angular travel, and loading. Must use life cycle curves for selection of the proper pivot. When the load is applied directly through a single spring, multiply capacity by 0.707. 2. At zero load, Torsional Spring Rate may change with radial load.

外形尺寸單位為：英寸inch

載荷Load(Lc)和Capacity(Lt)單位為：磅pounds

TSR=Torsional Spring Rate=扭轉(zhuǎn)剛度單位=磅*英寸/度=lb*in/deg=6.474Nm/rad=0.113Nm/°

1，扭矩，旋轉(zhuǎn)角度，扭矩剛度之間的關(guān)系

例如：

需要多大扭矩來(lái)使5016-600軸承旋轉(zhuǎn)5度？

查上表得：5016-600 TSR=0.1134 pounds*inch/degree

TSR=TORQUE/ANGLE

TORQUE=TSR * ANGLE=0.1134*5=0.567 pounds*inch=0.064Nm.

2，關(guān)于樞軸中心軸漂移

由于樞軸的由內(nèi)部?jī)上嗷ゴ怪钡膹椈善瑯?gòu)成，相當(dāng)于兩懸臂梁交叉垂直，當(dāng)樞軸旋轉(zhuǎn)時(shí)，中心軸會(huì)發(fā)生改變，如下圖，當(dāng)樞軸處于自由狀態(tài)時(shí)即0度時(shí)，中心軸位于A，當(dāng)樞軸旋轉(zhuǎn)一定角度時(shí)，中心軸變成A'。

例如：5020-800軸承（外徑為0.625英寸）旋轉(zhuǎn)4度，它的中心軸漂移為：
查表（如需要此表請(qǐng)聯(lián)系我們）得旋轉(zhuǎn)4度時(shí)的因子為0.001，所以
0.6250x0.001=0.000625英寸=0.016mm
即軸承旋轉(zhuǎn)4度，中心軸漂移了0.016mm

測(cè)量圖

如有需要計(jì)算軸承在帶載荷下的軸向剛度，壽命計(jì)算，請(qǐng)聯(lián)系我們，我們的技術(shù)工程師會(huì)很耐心的協(xié)作你~

另外，我們也接受軸承特殊材料定制，如非磁性材料，耐超高溫低溫材料，歡迎隨時(shí)聯(lián)系我們~

電話0755-23346336 手機(jī)：13686891921黃新銀

Cantilevered (Single-Ended) Pivot Bearings

Nominal Outside Diameter (Inch) D +0.0000 -0.0005	Torsional Spring Rate (in-lb) (Degree) See Note 2	Radial Load Capacity (Pounds) Load at Center of "A" See Note 1		Axial Load Capacity (Pounds)			Catalog Number
Nominal Outside Diameter (Inch) D +0.0000 -0.0005	Torsional Spring Rate (in-lb) (Degree) See Note 2	Vc	Vt	Pa	L ±0.003	A ±0.005	Series 5000 Cantilevered
0.1250	0.0140	25.5	25.5	24.5	0.200	0.095	5004-400
	0.0017	8.9	13.0	12.3			5004-600
	0.0002	1.0	3.7	5.9			5004-800
0.1562	0.0279	39.5	39.5	38.7	0.250	0.120	5005-400
	0.0035	13.8	20.0	19.4			5005-600
	0.0004	1.5	6.0	9.7			5005-800
0.1875	0.0473	56.0	56.0	56.4	0.300	0.142	5006-400
	0.0057	19.8	28.0	27.9			5006-600
	0.0037	12.2	20.2	24.4			5006-660
	0.0007	2.1	8.0	13.9			5006-800
0.2500	0.1141	101.0	101.0	99.0	0.400	0.190	5008-400
	0.0143	35.5	51.0	49.4			5008-600
	0.0018	3.7	14.5	24.7			5008-800
0.3125	0.2234	158.0	158.0	154.0	0.500	0.238	5010-400
	0.0286	55.0	79.0	77.5			5010-600
	0.0036	5.8	23.0	38.8			5010-800
0.3750	0.3840	228.0	228.0	223.0	0.600	0.285	5012-400
	0.0480	80.0	114.0	112.0			5012-600
	0.0058	8.4	32.8	55.4			5012-800
0.5000	0.9080	403.0	403.0	392.0	0.800	0.380	5016-400
	0.1134	141.0	202.0	196.0			5016-600
	0.0142	14.6	58.0	98.0			5016-800
0.6250	1.8500	634.0	634.0	615.0	1.000	0.475	5020-400
	0.2321	222.0	317.0	308.0			5020-600
	0.0295	23.0	93.0	155.0			5020-800
0.7500	3.1800	910.0	910.0	884.0	1.200	0.570	5024-400
	0.3980	318.0	455.0	442.0			5024-600
	0.0500	33.0	130.0	221.0			5024-800
1.0000	7.5200	1620.0	1620.0	1570.0	1.600	0.770	5032-400
	0.9390	567.0	815.0	785.0			5032-600
	0.1175	60.0	236.0	392.0			5032-800
Notes: 1. Pounds at zero deflection based on pure radial load. Performance of pivot is a function of number of cycles, angular travel, and loading. Must use life cycle curves for selection of proper pivot. When the load is applied directly through a single spring, multiply capacity by 0.707. 2. At zero load, Torsional Spring Rate may change with radial load.

2. Riverhawk Free Flex

Double End Pivot Bearings

Nominal Outside Diameter (Inch) D +0.0000 -0.0005	Torsional Spring Rate (in-lb) (Degree) See Note 2	Radial Load Capacity (Pounds) Load at Center of "C" See Note 1		Axial Load Capacity (Pounds)				Catalog Number
Nominal Outside Diameter (Inch) D +0.0000 -0.0005	Torsional Spring Rate (in-lb) (Degree) See Note 2	Vc	Vt	Pa	L ±0.003	E ±0.005	C +0.005 -0.015	Series 6000 Double-Ended
0.1250	0.0140	28.0	28.0	24.5	0.200	0.045	0.085	6004-400
	0.0017	17.7	25.0	12.3				6004-600
	0.0002	2.2	4.7	5.9				6004-800
0.1562	0.0279	44.0	44.0	38.7	0.250	0.057	0.110	6005-400
	0.0035	27.6	39.0	19.4				6005-600
	0.0004	3.5	7.4	9.7				6005-800
0.1875	0.0473	63.0	63.0	56.4	0.300	0.067	0.130	6006-400
	0.0057	39.6	56.0	27.9				6006-600
	0.0007	4.9	9.0	13.9				6006-800
0.2500	0.1141	113.0	113.0	99.0	0.400	0.090	0.175	6008-400
	0.0143	70.7	100.0	49.4				6008-600
	0.0018	8.5	19.0	24.7				6008-800
0.3125	0.2234	176.0	176.0	154.0	0.500	0.112	0.220	6010-400
	0.0286	110.0	156.0	77.5				6010-600
	0.0036	14.0	29.0	38.8				6010-800
0.3750	0.3840	253.0	253.0	223.0	0.600	0.135	0.265	6012-400
	0.0480	159.0	225.0	112.0				6012-600
	0.0058	19.8	42.0	55.4				6012-800
0.5000	0.9080	450.0	450.0	392.0	0.800	0.180	0.355	6016-400
	0.1134	283.0	400.0	196.0				6016-600
	0.0142	35.4	75.0	98.0				6016-800
0.6250	1.8500	703.0	703.0	615.0	1.000	0.225	0.445	6020-400
	0.2321	442.0	625.0	308.0				6020-600
	0.0295	55.0	117.0	155.0				6020-800
0.7500	3.1800	1013.0	1013.0	884.0	1.200	0.270	0.535	6024-400
	0.3980	363.0	900.0	442.0				6024-600
	0.0500	78.0	169.0	221.0				6024-800
1.0000	7.5200	1800.0	1800.0	1570.0	1.600	0.370	0.735	6032-400
	0.9390	1131.0	1600.0	785.0				6032-600
	0.1175	141.0	300.0	392.0				6032-800
Notes: 1. Pounds at zero deflection based on pure radial load. Performance of pivot is a function of number of cycles, angular travel, and loading. Must use life cycle curves for selection of the proper pivot. When the load is applied directly through a single spring, multiply capacity by 0.707. 2. At zero load, Torsional Spring Rate may change with radial load.

地址：深圳市寶安區(qū)西鄉(xiāng)固戍東山研發(fā)中心1棟401室電話：0752-2689736/2689735 手機(jī) 13686891921 [email protected]

1，Riverhawk Free Flex

2. Riverhawk Free Flex

Double End Pivot Bearings

2. Riverhawk Free Flex

Double End Pivot Bearings

1，Riverhawk Free Flex