Monolithic Crystals

Results:
224
Manufacturer
Series
Bandwidth
Impedance
Operating Temperature
Insertion Loss
Frequency - Center
Height (Max)
Package / Case
Size / Dimension
Ripple
Mounting Type
Number of Poles
Results remaining224
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ImageProduct DetailPriceAvailabilityECAD ModelSeriesMounting TypeOperating TemperaturePackage / CaseNumber of PolesInsertion LossRippleImpedance
AM455CR180
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Quantity
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PCB Symbol, Footprint & 3D Model
-
Through Hole
0°C ~ 50°C
4-DIP Module
-
5dB
0.5dB
50 Ohms
AM21.4CR186
CRYSTAL BAND PASS FILTER
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Quantity
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PCB Symbol, Footprint & 3D Model
-
Through Hole
0°C ~ 50°C
4-DIP Module
-
5dB
1dB
50 Ohms
AM21.4CR187
CRYSTAL BAND PASS FILTER
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Quantity
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PCB Symbol, Footprint & 3D Model
-
Through Hole
0°C ~ 50°C
4-DIP Module
-
5dB
1dB
50 Ohms
AM96.4CR158
FM BAND PASS CRYSTAL FILTER
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Quantity
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PCB Symbol, Footprint & 3D Model
-
Chassis Mount
0°C ~ 70°C
Module, SMA Connectors
-
3dB
1dB
50 Ohms
AM10.7CR305
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Quantity
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PCB Symbol, Footprint & 3D Model
-
Through Hole
-40°C ~ 85°C
4-DIP Module
-
-
0.5dB
910 Ohms
AM42CR247
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Quantity
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PCB Symbol, Footprint & 3D Model
-
Through Hole
-20°C ~ 70°C
4-DIP Module
-
6dB
1dB
50 Ohms
AM21.4CR188
CRYSTAL BAND PASS FILTER
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Quantity
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PCB Symbol, Footprint & 3D Model
-
Through Hole
0°C ~ 50°C
4-DIP Module
-
5dB
1dB
50 Ohms
AM93.4CR157
FM BAND PASS CRYSTAL FILTER
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Quantity
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PCB Symbol, Footprint & 3D Model
-
Chassis Mount
0°C ~ 70°C
Module, SMA Connectors
-
3dB
1dB
50 Ohms
AM10.5CR192
10.5 KHZ CRYSTAL BAND PASS FILTE
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Quantity
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PCB Symbol, Footprint & 3D Model
-
Chassis Mount
-
Module
-
6.5dB
0.5dB
50 Ohms
AM102.5CR161
FM BAND PASS CRYSTAL FILTER
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Quantity
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PCB Symbol, Footprint & 3D Model
-
Chassis Mount
0°C ~ 70°C
Module, SMA Connectors
-
3dB
1dB
50 Ohms
CFUMT6-38.805-F07IL02A
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Quantity
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PCB Symbol, Footprint & 3D Model
CFUMT6
Through Hole
-40°C ~ 85°C
-
4
2dB
1dB
1.5 kOhms
AM159.225CR266
159.225 MHZ CRYSTAL FILTER
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Quantity
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PCB Symbol, Footprint & 3D Model
-
Chassis Mount
-
Module, SMA Connectors
-
6dB
-
50 Ohms
AM1044CR244
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Quantity
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PCB Symbol, Footprint & 3D Model
-
Through Hole
0°C ~ 70°C
4-DIP Module
-
7dB
-
50 Ohms
AM165.0875CR346
165.0875 MHZ CRYSTAL BAND PASS F
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Quantity
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PCB Symbol, Footprint & 3D Model
-
Chassis Mount
0°C ~ 50°C
-
8dB
2dB
50 Ohms
AM165.775CR341
165.7750 MHZ CRYSTAL BAND PASS F
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Quantity
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PCB Symbol, Footprint & 3D Model
-
Chassis Mount
0°C ~ 50°C
-
8dB
2dB
50 Ohms
AM250CR351
250 MHZ BAND PASS CRYSTAL
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Quantity
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PCB Symbol, Footprint & 3D Model
-
Chassis Mount
-20°C ~ 50°C
BNC In-Line Module
-
4dB
-
50 Ohms
AM168.090CR218
168.090 MHZ CRYSTAL FILTER
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Quantity
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PCB Symbol, Footprint & 3D Model
-
Chassis Mount
-30°C ~ 60°C
-
6dB
0.5dB
50 Ohms
AM70CR259
70 MHZ BAND PASS CRYSTAL FILTER
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Quantity
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PCB Symbol, Footprint & 3D Model
-
Chassis Mount
-
BNC In-Line Module
-
4dB
0.2dB
50 Ohms
AM69CR306
69.007 MHZ CRYSTAL BAND PASS FIL
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Quantity
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PCB Symbol, Footprint & 3D Model
-
Through Hole
4-DIP Module
-
4dB
-
-
AM80CR224
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Quantity
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PCB Symbol, Footprint & 3D Model
-
Surface Mount
-20°C ~ 85°C
-
7dB
50 Ohms

Monolithic Crystals

Monolithic crystal filter (MCF) products play a crucial role in radio and related applications by serving as bandpass filters. These filters are closely related to quartz crystal resonators, which are commonly used for frequency generation. MCF filters leverage the piezoelectric and mechanical resonance properties of quartz material to achieve exceptional selectivity while maintaining a compact form factor. The fundamental principle behind MCF filters lies in the unique properties of quartz crystals. Quartz exhibits piezoelectricity, meaning it can generate an electric charge when subjected to mechanical stress or vibration. Furthermore, quartz crystals have inherent mechanical resonance frequencies that depend on their size and shape. To construct an MCF, a quartz crystal is cut and shaped into a specific geometry that allows it to vibrate at a desired resonant frequency. The crystal is then placed within an electrical circuit to create a bandpass filter. As an input signal passes through the MCF, only frequencies within a narrow range, centered around the crystal's resonant frequency, are allowed to pass through while attenuating signals outside this range. The design of MCF filters enables them to achieve extremely high selectivity, effectively isolating the desired frequency band from unwanted interference or noise. This exceptional selectivity is essential in applications where precise frequency control and signal purity are critical, such as in radio receivers, transceivers, and communication systems. One significant advantage of MCF filters is their compact package. By exploiting the properties of quartz crystals, these filters can be built in small form factors, making them suitable for integration into space-constrained devices and circuits. In summary, MCF filters are vital components used in radio and related applications as bandpass filters. By capitalizing on the piezoelectric and mechanical resonance properties of quartz material, these filters provide excellent selectivity in a compact package. Their ability to isolate specific frequency bands makes them indispensable for achieving accurate frequency control and maintaining signal purity in various electronic systems.