T494B106M010AH

Operating Temperature:	-55°C ~ 125°C
Failure Rate:	--
Features:	General Purpose
Manufacturer Size Code:	B
Lead Spacing:	--
Height - Seated (Max):	0.083" (2.10mm)
Size / Dimension:	0.138" L x 0.110" W (3.50mm x 2.80mm)
Package / Case:	1411 (3528 Metric)
Mounting Type:	Surface Mount
Lifetime @ Temp.:	2000 Hrs @ 125°C
Series:	T494
ESR (Equivalent Series Resistance):	800 mOhm @ 100kHz
Type:	Molded
Voltage - Rated:	10V
Tolerance:	±20%
Capacitance:	10µF
Moisture Sensitivity Level (MSL):	--
Part Status:	Active
Lead Free Status / RoHS Status:	--
Packaging:	Tape & Reel (TR)

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Introduction to T494B106M010AH Tantalum Capacitors

T494B106M010AH is a type of tantalum capacitors. Capacitors are passive electrical components used for storing energy and creating number of important functions. Capacitors are used in most electronic circuits that require power and purposeful manipulation of electricity to function. There are several types of capacitors and each has a different application field and working principle. Tantalum capacitors are a type of electrolytic capacitors. In contrast to traditional plastic capacitors, tantalum capacitors use a tantalum metal as an anode, which is dissolved in acid to form a conducting oxide layer. As such, they can hold a charge when power is turned off, making them useful in applications that require some information to remain stored when the power is turned off.

Application Field of T494B106M010AH

T494B106M010AH tantalum capacitors are most often found in applications that require a small form factor, high capacitance and high heat resistance. They find their main applications in computer motherboards, monitors, printer boards, audio and automotive electronics.In particular, T494B106M010AH capacitors are well suited for power supply circuits, as they are particularly stable in high temperature environments. They also feature low ESR, meaning that they can be used to reduce overall system power consumption as compared to other capacitors. Additionally, as they can operate at high frequencies, they are good for high speed signal transmission. Lastly, they are particularly well suited for high power amplifiers and power converters, as the capacitance is particularly stable when the voltage and ripple current are high.

Working Principle of T494B106M010AH

The working principle of the T494B106M010AH Tantalum Capacitors can be explained in terms of its two main components: a Tantalum anode, and an electrolyte. The anode of a tantalum capacitor is made of a Tantalum material. This material is coated with an oxide layer that is then dissolved in an acid to form a conductive film. This provides the anode with the ability to hold a charge when power is turned off. The second component of the capacitor is the electrolyte. This is a material that is able to conduct electric current and contains several ions, which work to bridge between the opposite charges of the anode and the cathode. When a potential difference is applied between the two, the ions move towards the cathode, allowing a current to flow between the two.In a nutshell, T494B106M010AH Tantalum Capacitors are able to store energy in the form of a potential difference between the two plates and an electric field between the anode and the cathode. This potential difference is generated by ions moving through the electrolyte between the two plates, allowing the capacitor to store energy until it is discharged.

Conclusion

T494B106M010AH Tantalum Capacitors are one of the most common types of capacitors used in modern electronics. They find their usage in many applications, such as power supply circuits, power converters and high power amplifiers. Additionally, as they are able to work at high temperatures and high frequencies, they are particularly well suited for applications that require stability at various voltages and currents. The working principle of the T494B106M010AH Capacitors is based on the electrochemical reaction between the Tantalum anode, electrolyte and the cathode, which allows the capacitor to store electrical energy in the form of a potential difference.

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