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Vocabulary : A B C D E F G H I J K L M N O P Q R S T U V W X Y Z

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Damped Natural Frequency

The damped natural frequency is the frequency at which a damped system will oscillate in a free vibration situation.

Damping

Energy dissipation in an oscillating structure. For free vibration, that results in a decay in the amplitude of motion over time.

Damping Factor or Damping Ratio (z )

The ratio of actual damping in a system to its critical damping,

Degrees of Freedom

The number of coordinates or independent variables it takes to completely describe the location of a structure.

Detector

An electronic circuit that determines the amplitude level of a signal in accordance with certain rules. The simplest type of detector consists of a resistor and a capacitor, and it measures the average value of a fluctuating DC signal. A more complex but much more useful type of detector is an RMS detector. RMS detectors are used because they are proportional to the power or energy present in the signal or a vibration.

Deterministic

A type of signal whose spectrum consists of a collection of discrete components, as opposed to a random signal, whose spectrum is spread out or "smeared" in frequency. Some deterministic signals are periodic, and their spectra consist of harmonic series. Vibration signatures of machines are in general deterministic, containing one or more harmonic series, but they always have non- deterministic components, such as background noise.

Dial Indicator

Instrument used to measure amounts of motion, or displacement in thousandths of an inch (mils) increments.

Differentiation

In vibration analysis, differentiation is a mathematical operation that converts a displacement signature to a velocity signature, or a velocity signature to an acceleration signature. It is performed electronically on an analog signal or can be performed digitally on a spectrum. Differentiation is an inherently noisy operation, if performed on an analog signal, adding a significant amount of high frequency noise to the signal, and is generally not used very much in machinery vibration analysis. It is not inherently noisy if it is done digitally on the FFT spectrum. See also Integration, which is the inverse of differentiation.

Digital

Digital instrumentation consists of devices that convert analog signals into a series of numbers through a sampling process and an analog to digital converter. They then perform operations on the numbers to achieve such effects as equalization, data storage, data compression, frequency analysis, etc. This process in general is called digital signal processing. It is characterized by several advantages and disadvantages. One advantage is that the converted signals can be manipulated, transformed and copied without introducing any added noise or distortion. The disadvantage is that the signal representation may not be truly representative of the original signal.

Discrete

With reference to a spectrum, discrete means consisting of separate distinct points, rather than continuous. An example of a discrete spectrum is a harmonic series. An FFT spectrum, which consists of information only at specific frequencies (the FFT lines), is actually discrete regardless of the input signal. For instance, the true spectrum of a transient is continuous, and the FFT of a transient appears continuous on the screen, but still only contains information at the frequencies of the FFT lines.

The input signal to an FFT analyzer is continuous, but the sampling process necessary to implement the FFT algorithm converts it into a discrete form, with information only at the specific sampled times.

Discrete Fourier Transform

The mathematical calculation that converts, or "transforms" a sampled and digitized waveform into a sampled spectrum. The fast Fourier transform, or FFT, is an algorithm that allows a computer to calculate the discrete Fourier transform very quickly. See also Fast Fourier Transform.

Dodd Bar

A secondary alignment method. Consists of two bars that are similar in configuration to reverse dial indicator bars. However these bars are not mounted on the shaft, they are mounted to the machine. Each bar is fitted with a proximity probe and it corresponds to a block on the other bar. As the machines move to their on-line condition the gap between the proximity probe and the metal block changes, which changes the voltage. The analyzer converts the voltage to a distance and from these distances, the alignment corrections can be calculated.

 

Vocabulary
Acoustic Measurements and Mapping
Compliance Shapes
Data Analysis
Data Reduction
Fiber Optic Accelerometers
Generator and Noise Vibration
Load Cells
Modal Analysis
Nuclear HQPT Repair and Calibration
Operational Deflection Shapes (ODS)
Remote Monitoring
Steam Turbine
Steam Turbine Bucket Vibration
Strain Measurements
Structural Vibration
Telemetry
Domain

A domain is a set of coordinates in which a mathematical function resides. A waveform, for instance, has dimensions of amplitude and time, and it is said to exist in the time domain, while a spectrum has dimensions of amplitude and frequency, and is said to exist in the frequency domain.

Doweling

Permanently mounted pins in the baseplate, which are inserted into close tolerance holes in the machine's feet, used to bring machines back to the same aligned position.

Driving Point Measurement

A frequency response measurement where the excitation point and direction are the same as the response point and direction.

Dynamic Alignment

The act of measuring off-line to on-line machinery movement.

Dynamic Range

The ratio in dB between the highest signal level that can be tolerated without distortion and the broadband noise level measured in the absence of the signal.

Dynamic Stiffness

The frequency response function of force/displacement.