Energy Efficient Medium Voltage Transformers - Experts Electrical

English
RFQ

Download the app

Energy Efficient Medium Voltage Transformers

discuss personally

Model

Liquid-Filled /Power Dry

Liquid-Filled /Power Dry

Basic info Product Detail Supplier

Basic info

Brand	Schneider
Model NO.	Energy Efficient Medium Voltage Transformers
Phases	三相
Series	Liquid-Filled /Power Dry

Product Detail

General

Features and Benefits

Improved energy efficiency
Decreased operating costs equal increased profits
Less heat generated
Lower A/C and ventilation costs/requirements if located indoors
Lower total ownership costs over the life of the transformer

Environmental Impact

According to the DOE (10 CFR Part 431), these new standards provide significant
benefits to the nation.
Saves 2.74 quads (1,015 BTUs) of energy over 29 years

Equivalent to energy used in 27 million U.S. households in a single year
Eliminates the need for six new 400 MW power plants
Reduces greenhouse gas emission by approximately 238 million tons of CO2
Equivalent to removing 80% of all light vehicles for one year

Technical characteristics

New Medium Voltage Transformer Efficiencies

Single phase

Three phase

Medium Voltage Transformers

Know your supplier

Schneider

Chengdu Fabo Automation Complete Equipment Co., Ltd is an authorized distributor of Schneider Electric, a global leader in energy management and automation solutions.

Main Categories

High voltage/Low voltage

Business Type

Manufacture/Sales

Highest Annual Export (USD)

$400000000

Professional Experience

9 years

Workplace

20000m²

占位

占位

Related Products

Related Knowledges

What is Transformer Vector Groups?

What is Transformer Vector Groups?

Transformer Vector Group DefinitionThe transformer vector group denotes the phase difference between the primary and secondary sides of a transformer, while also defining the arrangement of high-voltage and low-voltage windings in three-phase transformers. Vector groups are determined by the connection configurations of three-phase transformers, which can be categorized into four main groups based on the phase difference between corresponding line voltages of the high-voltage and low-voltage sid

What is a Pure Resistive AC Circuit?

What is a Pure Resistive AC Circuit?

Pure Resistive AC CircuitA circuit containing only a pure resistanceR(in ohms) in an AC system is defined as a Pure Resistive AC Circuit, devoid of inductance and capacitance. Alternating current and voltage in such a circuit oscillate bidirectionally, generating a sine wave (sinusoidal waveform). In this configuration, power is dissipated by the resistor, with voltage and current in perfect phase—both reaching their peak values simultaneously. As a passive component, the resistor neither

What is a Pure Capacitor Circuit?

What is a Pure Capacitor Circuit?

Pure Capacitor CircuitA circuit comprising only a pure capacitor with capacitanceC(measured in farads) is termed a Pure Capacitor Circuit. Capacitors store electrical energy within an electric field, a characteristic known ascapacitance(alternatively referred to as a "condenser"). Structurally, a capacitor consists of two conductive plates separated by a dielectric medium—common dielectric materials include glass, paper, mica, and oxide layers. In an ideal AC capacitor circuit, the current

Resonant Frequency

Resonant Frequency

In a series circuit, the resonant frequency condition occurs when the inductive reactance equals the capacitive reactance. Changing the supply frequency alters the values of XL = 2πfL and XC = 1/2πfC.As the frequency increases, XL rises whileXC falls. Conversely, a decrease in frequency causesXL to drop andXCto rise.To achieve series resonance, the frequency is tuned to fr(pointP in the curve below), whereXL = XC.At series resonance, when XL = XCWhere frdenotes the resonant frequency in he

Current Division and Voltage Division Rule

Current Division and Voltage Division Rule

Current Division RuleA parallel circuit functions as a current divider, where the incoming current splits among all branches while the voltage across each branch remains constant. The Current Division Rule is used to determine the current through circuit impedances, as illustrated by the circuit below:The currentI splits intoI1 andI2 across two parallel branches with resistancesR1 andR2, whereVdenotes the voltage drop across both resistances. As is known,Then the equation of the current is writt

Mesh Current Analysis Method

Mesh Current Analysis Method

The Mesh Current Analysis Method is utilized to analyze and solve electrical networks with multiple sources or circuits comprising numerous meshes (loops) containing voltage or current sources. Also known as the Loop Current Method, this approach involves assuming a distinct current for each loop and determining the polarities of voltage drops across loop elements based on the assumed direction of the loop current.In mesh current analysis, the unknowns are the currents in different meshes, and t

商品视频播放