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ANTENNA_1356 参数 Datasheet PDF下载

ANTENNA_1356图片预览
型号: ANTENNA_1356
PDF下载: 下载PDF文件 查看货源
内容描述: 微RWD MF (的Mifare )天线规格 [Micro RWD MF (Mifare) Antenna Specification]
分类和应用:
文件页数/大小: 6 页 / 247 K
品牌: RFSOLUTIONS [ RFSOLUTIONS.LTD ]
 浏览型号ANTENNA_1356的Datasheet PDF文件第1页浏览型号ANTENNA_1356的Datasheet PDF文件第2页浏览型号ANTENNA_1356的Datasheet PDF文件第3页浏览型号ANTENNA_1356的Datasheet PDF文件第5页浏览型号ANTENNA_1356的Datasheet PDF文件第6页  
ib technology  
Ferrite Shielding  
When the RWD antenna coil is positioned close to metal objects such as the reader  
housing or even the PCB ground plane then the RF field induces eddy currents in the  
metal. This absorbs the RF field energy and has the effect of detuning the antenna  
(reducing the inductance). Both these factors can very significantly affect the  
performance of the RWD system. Therefore for operation in metallic environments it  
may be necessary to shield the antenna with ferrite. This shielding has the effect of  
concentrating the magnetic field lines close to the ferrite material, which introduces a  
fixed field component that detunes the antenna system (which can be accounted for in  
antenna design). Practically, there is a compromise between the shielding effect  
(reduction of eddy currents) and the concentration of the magnetic field (reduced range),  
so the ferrite plane should only slightly overlap the antenna coil. The optimum size of  
the ferrite plane, the distance from the coil and the degree of overlap are very hard to  
calculate and must be determined practically. Tests have shown that best performance is  
achieved when the antenna coil and ferrite plane overlap by around 5mm.  
Magnetic field  
around antenna  
Eddy currents absorb energy  
and cause detuning of antenna  
coil  
Eddy Currents  
Metal Plane  
Magnetic field  
around antenna  
coil  
Optimum field distribution,  
fixed antenna detuning with  
minimum loss of energy  
Ferrite Plane  
Metal Plane  
5mm overlap  
Antenna Design  
A useful formula is given below for calculating the approximate number of turns  
required to achieve a particular inductance.  
1.9  
L
1.9  
N = (approx)  
or L = 2 . A . ln(A / D). N  
2 . A . ln(A / D)  
-9  
L = Required Inductance (nH) i.e H x 10  
A = Antenna Circumference (cm) ie. Pi x diameter (cm)  
D = Wire Diameter (cm) e.g 0.0450 cm  
N = Approx number of windings  
4