Double Convex Lens Price

Double Convex Lens

The double convex lens is symmetrical across both its horizontal and vertical axis. Each of the lens' two faces can be thought of as originally being part of a sphere. The fact that a double convex lens is thicker across its middle is an indicator that it will converge rays of light that travel parallel to its principal axis. A double convex lens is a converging lens. A double concave lens is also symmetrical across both its horizontal and vertical axis. The two faces of a double concave lens can be thought of as originally being part of a sphere. The fact that a double concave lens is thinner across its middle is an indicator that it will diverge rays of light that travel parallel to its principal axis. A double concave lens is a diverging lens. These two types of lenses - a double convex and a double concave lens will be the only types of lenses that will be discussed in this unit of The Physics Classroom Tutorial.

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Description Of Double Convex Lens

The fact that a double concave lens is thinner across its middle is an indicator that it will diverge rays of light that travel parallel to its principal axis. A double concave lens is a diverging lens. These two types of lenses - a double convex and a double concave lens will be the only types of lenses that will be discussed in this unit of The Physics Classroom Tutorial.



Specifications Of Two Convex Lenses


MaterialOptical glass/ Fused silica/ sapphire   etc.
Diameter2mm~300mm
Diameter   tolerance±0.05mm(≤50mm)
±0.1mm(>50mm)
Focal   length50mm~2000mm
Focal   length tolerance±0.2%(<10mm)
±0.5%(<10mm-1000mm)
±1%(<>1000mm)
Center   Thickness2mm~20mm
Surface   quality60/40, 40/20,   20/10
Surface   accuracyλ/2~λ/10@632.8nm,532nm
Clear   Aperture>85% dig diameter
Centration<3arc min~ 30arc sec
CoatingAs per customer’s request


MaterialDiameter
   (mm)
Surface Radius   1
   (mm)
Surface Radius   2
   (mm)
Center   Thickness
   (mm)
Focal   Length
   (mm)
H-ZF7LA5.412.193.42.633.5
ZF141011.3248.0833.375.6
H-ZLAF68B86.11104.232.26.7
H-ZF7LA1010.4910.493.57
ZF11911.57.59.68
H-K9L1432.1513.3974.79
H-K9L109.8179.8174.610.3
H-ZF621428.6412.972610.4
H-LAK53A1127.58910.53.110.4
JGS19.59.099.093.510.5
H-LAF31410.5630.62511.1
H-K9L1111.69511.695412
H-K9L12.512.112.14.512.5
ZF612591.829.62412.6
H-K9L6.813.18313.183213.11
JGS1117.3426.52613.5
H-LAK11019.72415.3463.513.6
H-LAK31428.3114.9975.513.8
ZF11217.01417.0144.513.8
H-ZBAF21812.03955.722.3213.9
H-LAK791919413.9
H-QF5016.617.7613.3155.5313.9
H-ZBAF21812.03955.722.3213.9
ZK311.738.96510.2843314.16
H-K5112.514.01114.0114.614.2
H-K9L1236.5269.0054.514.5
H-K9L10649.29315
H-ZK21311.0642.875515.6
H-ZK31431.3512.7023.915.86
H-LAK7111377415.9
H-ZBAF211528.8119.0993.6816.4
JGS11173.39.067516.5
H-ZK111522.9221.153.7317
H-ZK9A1249.49313.3812.517.2
ZK314.212.702483.717.44
ZK314.813.38140.8417.59
H-ZK111522.9221.153.7317.8
H-K9L19.822.88713.7657.717.9
ZK916.534.2815.7044.517.98
ZK314.817.325.6383.818.13
H-LAK32216.14492.686.518.8
H-ZK9A1118.1131.473.118.9
H-K9L15.526.1215.1364.519.28
ZF61219.0457.53319.3
H-ZK9A1614.36967.975419.48
BaK813.570.6313.0623.619.55
JGS113.41715.81219.594.319.8
H-F43269.220.8312.520
H-ZK10L1517.19243.964.6920.5
H-ZK10L1417.91243.964.9620.5
ZK916.576.9115.241420.85
H-ZK61646.8816.827420.9
H-LAF3B1621.5954.453.521.1
H-K9L14.623.0119.594.621.2
H-ZK31853.8516.3854.521.84
H-K9L12.622.2822.282.522
H-ZLAF68B2038.5538.55522.5
H-ZK102015.62145.273723
QK31045.16152.3623.27
H-ZK921.541.8421.65.523.75
H-F420.616.482131.20714.9123.9
N-LAK121542.8725.66424.2
N-ZK921.570.1818.655.524.33
H-ZLAF50B1833.52546.63.324.7
H-K9L12.725.2825.283.5225
H-LAK32036.8136.81425.2
H-K9L135017.498325.5
H-ZK5017.834.84826.993525.8
BAK22532.88423.6217.826.8
ZK92141.826.45.526.91
H-LAK53A1629.40463.187327
H-LAF5318.562.9529.173.727
ZK922.5201005.527.35
H-ZK315.219.01100327.37
H-LAK511337.7637.762.827.5
ZBaF325.510021.686.327.69
H-FK613017.9769.21228
H-LAF3B18.627.61675.017.728


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