المرجع الالكتروني للمعلوماتية
المرجع الألكتروني للمعلوماتية
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Complement assay (Total, C3 and C4 complement)


  

142       01:17 صباحاً       التاريخ: 2025-04-06              المصدر: Kathleen Deska Pagana, Timothy J. Pagana, Theresa Noel Pagana.

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Type of test Blood
Normal findings
Total complement: 30-75 units/mL
C3: 75-175 mg/dL C4: 22-45 units/mL
 Test explanation and related physiology
Measurements of complement are used primarily to diagnose hereditary and acquired deficiencies of complement peptides and to monitor the activity of infectious or autoimmune diseases (e.g., systemic lupus erythematosus, nephritis, membranoproliferative nephritis, poststreptococcal nephritis).
Serum complement is a group of 31 proteins that act as enzymes, cofactors, inhibitors, and membrane-integrated proteins. These effect a cascade-like series of reactions that lead to the synthesis of a group of proteins that facilitate the immunologic and inflammatory responses. The total complement, sometimes labeled CH 50, is made up of a series of reactions involving proteins C1 through C9 (classic cascade reactions). Besides these major components, subcomponents are involved in the system. When activated, total complement (and some precursor proteins) acts to increase vascular permeability, allowing antibodies and WBCs to be delivered to the area of the immune/antigen complex. Complement also acts to increase chemotaxis (attracting WBCs to the area), phagocytosis, and immune adherence of the antibody to antigen. These processes are vitally important in the normal inflammatory or immunologic response.
Reduced complement levels can be congenital or acquired. As the complement system is activated, the complement components are consumed or used up. If the system is persistently or overly activated, serum levels can fall. The complement system is instigated by the presence of antibody–antigen complexes. As in hereditary angioedema, complement components are used up, and serum levels fall. Diseases associated with these immune complexes include serum sickness, lupus erythematosus, infectious endocarditis, renal transplant rejection, vasculitis, some forms of glomerulonephritis, and infections. As these diseases are successfully treated, complement levels can be expected to return to normal.
The total complement assay should be used as a screen for suspected complement-related diseases before ordering individual complement component assays. A deficiency of an individual component of the complement cascade will result in an undetectable total complement level. For a list of common diseases associated with complement abnormalities, see Table 1. Note, however, that this list is not complete. Complement abnormalities may occur in the face of normal blood levels when particular complement proteins are not functioning properly.
Complement levels can also be measured in other bodily fluids such as pleural, pericardial, and synovial fluids. Low fluid complement levels are characteristic of effusions from patients with rheumatoid arthritis (despite elevated serum levels), systemic lupus erythematosus, and bacterial infections.
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fb5/cTrkRc+PnX1JyJRH4iED83KXQ5Wrp4iVsMfLh9R0lnnnXUKpa5SoRlnr06NHgP/86euQIL9BLFy82qFPXKZcDVodoCKNUi8xsGIH5c+eqbQKcL10qnL9An169sOjUKsh7n3SMv5hlMfhycnCkd5Q8l52dJ0+ciHHo9WvXGjdoCM01q1Yz9WJsyLY6P8WOdXBwMNaINatWI2X7tm2i+PKlS8UQwmek8ncVuMmX2+n169f60sWmdYTMME2K2jFDYf6eMG48N8ULFyGFgSqqw3sNC1ZSqlSo+FP37nz69u6tDyXGJyxNnTxl+tRpI/4eXqn8dxRsWK8+M5MowqYJfC6YN2/82HFYWRbMmw+BRk0NX5hlS5aQ/+D+A6WLl6A41jAGeNDXNFw5qlSsRPFx/4xV
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 style=height:545px; width:684px />
Table1. Diseases associated with complement deficiencies
Interfering factors
• C3 is very unstable at room temperature.
 Procedure and patient care
 • See inside front cover for Routine Blood Testing.
 • Fasting: no
 • Blood tube commonly used: red
Abnormal findings
Increased levels
- Rheumatic fever (acute)
- Myocardial infarction (acute)
- Ulcerative colitis
- Cancer
Decreased levels
Cirrhosis
- Autoimmune disease (e.g., systemic lupus erythematosus)
- Serum sickness (immune complex disease)
- Glomerulonephritis
- Lupus nephritis
- Renal transplant rejection (acute)
- Protein malnutrition
- Anemia
- Malnutrition
- Hepatitis
- Rheumatoid arthritis
- Sjögren syndrome
- Severe sepsis


Untitled Document
د. فاضل حسن شريف
الايستر والقرآن الكريم (ح 1)
د. فاضل حسن شريف
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جنود غير مرئيين في مجرى الدم
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