characteristic curves & Penetrameters,

2,202 views 21 slides Jan 03, 2021
Slide 1
Slide 1 of 21
Slide 1
1
Slide 2
2
Slide 3
3
Slide 4
4
Slide 5
5
Slide 6
6
Slide 7
7
Slide 8
8
Slide 9
9
Slide 10
10
Slide 11
11
Slide 12
12
Slide 13
13
Slide 14
14
Slide 15
15
Slide 16
16
Slide 17
17
Slide 18
18
Slide 19
19
Slide 20
20
Slide 21
21

About This Presentation

characteristic curves & Penetrameters,


Slide Content

M.KARTHIKEYAN ASSISTANT PROFESSOR DEPARTMENT OF MECHANICAL ENGINEERING AAA COLLEGE OF ENGINEERING & TECHNOLOGY, SIVAKASI [email protected] ME8097 NON DESTRUCTIVE TESTING AND EVALUATION

UNIT V RADIOGRAPHY (RT) Principle, interaction of X-Ray with matter, imaging, film and film less techniques, types and use of filters and screens, geometric factors, Inverse square, law, characteristics of films - graininess, density, speed, contrast, characteristic curves, Penetrameters , Exposure charts, Radiographic equivalence. Fluoroscopy- Xero -Radiography, Computed Radiography, Computed Tomography

THE CHARACTERISTIC CURVE The relationship between film density and exposure is often presented in the form of a graph, as shown below. This graph shows the relationship between the density and relative exposure for the values shown above. This type of graph is known as either a film characteristic curve or an H and D (Hurter and Driffield ) curve. The precise shape of the curve depends on the characteristics of the emulsion and the processing conditions. The primary use of a characteristic curve is to describe the contrast characteristics of the film throughout a wide exposure range.

At any exposure value, the contrast characteristic of the film is represented by the slope of the curve. At any particular point, the slope represents the density difference (contrast) produced by a specific exposure difference. The same interval anywhere on the relative exposure scale represents the same exposure ratio and amount of contrast delivered to the film during the exposure process. An interval along the density scale represents the amount of contrast that actually appears in the film. The slope of the characteristic curve at any point can be expressed in terms of the contrast factor because the contrast factor is the density difference (contrast) produced by a 2:1 exposure ratio (50% exposure contrast).

A film characteristic curve has three distinct regions with different contrast transfer characteristics. The part of the curve associated with relatively low exposures is designated the toe, and also corresponds to the light or low-density portions of an image. When an image is exposed so that areas fall within the toe region, little or no contrast is transferred to the image. In the film shown in the figure in the previous paragraph, the areas on the left correspond to the toe of the characteristic curve.   

A film also has a reduced ability to transfer contrast in areas that receive relatively high exposures. This condition corresponds to the upper portion of the characteristic curve in which the slope decreases with increasing exposure. This portion of the curve is traditionally referred to as the shoulder . In the figure in the previous paragraph the dark areas on the right correspond to the shoulder of the characteristic curve. The two significant characteristics of image areas receiving exposure within this range are that the film is quite dark (dense) and contrast is reduced.

In many instances, image contrast is present that cannot be observed on the conventional viewbox because of the high film density. This contrast can be made visible by viewing the film with a bright " hotlight ." The highest level of contrast is produced within a range of exposures falling between the toe and the shoulder. This portion of the curve is characterized by a relatively straight and very steep slope in comparison to the toe and shoulder regions. In most imaging applications, it is desirable to expose the film within this range so as to obtain maximum contrast.

The minimum density, in the toe, is the residual density, which is observed after processing unexposed film, and is typically in the range of 0.1 to 0.2 density units. This density is produced by the inherent density of the film base material and the low-level fog in the film emulsion; it is therefore commonly referred to as the base plus fog density. The maximum density, in the shoulder, is determined by the design of the film emulsion and the processing conditions and is typically referred to as the D max .

CONTROLLING RADIOGRAPHIC QUALITY - PENETRAMETERS One of the methods of controlling the quality of a radiograph is through the use of image quality indicators (IQIs). IQIs , which are also referred to as penetrameters , provide a means of visually informing the film interpreter of the contrast sensitivity and definition of the radiograph. The IQI indicates that a specified amount of change in material thickness will be detectable in the radiograph, and that the radiograph has a certain level of definition so that the density changes are not lost due to unsharpness . Without such a reference point, consistency and quality could not be maintained and defects could go undetected .

Image quality indicators take many shapes and forms due to the various codes or standards that invoke their use. In the United States, two IQI styles are prevalent: the placard, or hole-type and the wire IQI. IQIs comes in a variety of material types so that one with radiation absorption characteristics similar to the material being radiographed can be used.

How to select the penetrameter (IQI) for radiography? Or How to ensure that proper sensitivity is there on the radiography film ? IQI in radiography is based on referencing code or standard. IQI radiography assures that proper quality of radiography film is obtained. IQI or Penetrameter is used to ensure that the minimum required sensitivity is there on the radiography film. What is sensitivity? Sensitivity of a radiography film is the minimum size of discontinuity that can be detected in that radiography  film. How we will ensure that the required sensitivity is there on the radiography film?  This is done by using IQI or Penetrameter . Most of the codes and specification asks for a minimum sensitivity of 2%.

HOLE-TYPE IQIS ASTM Standard E1025 gives detailed requirements for the design and material group classification of hole-type image quality indicators. E1025 designates eight groups of shims based on their radiation absorption characteristics. A notching system is incorporated into the requirements, which allows the radiographer to easily determine if the IQI is the correct material type for the product. The notches in the IQI to the right indicate that it is made of aluminum.  The thickness in thousands of an inch is noted on each pentameter by one or more lead number. 

The IQI to the right is 0.005 inch thick. IQIs may also be manufactured to a military or other industry specification and the material type and thickness may be indicated differently.  For example, the IQI on the left in the image above uses lead letters to indicate the material.  The numbers on this same IQI indicate the sample thickness that the IQI would typically be placed on when attempting to achieve two percent contrast sensitivity. Image quality levels are typically designated using a two part expression such as 2-2T. The first term refers to the IQI thickness expressed as a percentage of the region of interest of the part being inspected.

The second term in the expression refers to the diameter of the hole that must be revealed and it is expressed as a multiple of the IQI thickness. Therefore , a 2-2T call-out would mean that the shim thickness should be two percent of the material thickness and that a hole that is twice the IQI thickness must be detectable on the radiograph. This presentation of a 2-2T IQI in the radiograph verifies that the radiographic technique is capable of showing a material loss of 2% in the area of interest. It should be noted that even if 2-2T sensitivity is indicated on a radiograph, a defect of the same diameter and material loss may not be visible.

The holes in the IQI represent sharp boundaries, and a small thickness change. Discontinues within the part may contain gradual changes and are often less visible. The IQI is used to indicate the quality of the radiographic technique and not intended to be used as a measure of the size of a cavity that can be located on the radiograph.

WIRE IQIS ASTM Standard E747 covers the radiographic examination of materials using wire IQIs to control image quality. Wire IQIs consist of a set of six wires arranged in order of increasing diameter and encapsulated between two sheets of clear plastic. E747 specifies four wire IQI sets, which control the wire diameters. The set letter (A, B, C or D) is shown in the lower right corner of the IQI. The number in the lower left corner indicates the material group. The same image quality levels and expressions (i.e. 2-2T) used for hole-type IQIs are typically also used for wire IQIs.

The wire sizes that correspond to various hole-type quality levels can be found in a table in E747 or can be calculated using the following formula . Where: F = 0.79 (constant form factor for wire) d = wire diameter (mm or inch) l = 7.6 mm or 0.3 inch (effective length of wire) T = Hole-type IQI thickness (mm or inch) H = Hole-type IQI hole diameter (mm or inch)

PLACEMENT OF IQIS IQIs should be placed on the source side of the part over a section with a material thickness equivalent to the region of interest. If this is not possible, the IQI may be placed on a block of similar material and thickness to the region of interest. When a block is used, the IQI should be the same distance from the film as it would be if placed directly on the part in the region of interest. The IQI should also be placed slightly away from the edge of the part so that at least three of its edges are visible in the radiograph.