Follikelstimulerande hormon

Betapolypeptiden av Follikelstimulerande hormon.
Kvinnors FSH-värden under menstruationscykeln.

Follikelstimulerande hormon, FSH, follitropin, är en gonadotropin som produceras i adenohypofysen. FSH är centralt för fortplantningen, och stimulerar utvecklingen av gametogenesen (könsceller) och dess stödceller, från puberteten.

FSH består av en alfaenhet som är ett glykoproteinhormon, och en betaenhet som är en glykopolypeptid.[1] Det, liksom gonadotropinen luteiniserande hormon, frisätts av gonadotropinfrisättande hormon (GnRH) och binds vid könskörtlarna av gonadotropinreceptorer.

FSH aktiveras olika för fertila kvinnor och män. Hos kvinnor stimulerar FSH utvecklingen av folliklar (ägg, granulosa celler) i äggstockarna, och dess värde varierar under menstruationscykeln: ett par dagar innan ägglossning sjunker FSH hastigt för att sedan lika hastigt stiga vid, och bidra till, ägglossningen. Nivån av FSH är som lägst veckan innan menstruation. Hos män är FSH-värdet mer konstant och påverkar testiklarna att producera spermatozoer.

För låga nivåer FSH kallas hypogonadotropism.

Noter

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Follicle-stimulating hormone (FSH) during menstrual cycle.png
Reference ranges for the blood content of follicle-stimulating hormone (FSH) during the menstrual cycle.


Interpretation

The time scale starts with the beginning (or "onset") of (last) menstrual period (LMP), given as day number. Day number 1 corresponds to 0 to 0.99 days from LMP, and Day number 2 corresponds to 1.00 to 1.99 days from LMP and so forth. The time scale ends at whatever is the actual next menstruation, which marks the beginning of the next cycle, which is equivalent to starting all over again from the beginning of the time scale.

  • Inter-cycle (also called within-woman or intrawoman) variability for ovulation and next menstruation are the 95% prediction intervals for the timing of these events in any single woman, assuming an inter-cycle average duration that is equal to population average.
  • Inter-woman variability for ovulation and next menstruation are the 95% prediction intervals for the timing of these events in the overall population.

Hormone levels represent usual ones, not necessarily related to what is healthy. Hormone ranges vary between cases at the same biological stage of the menstrual cycle. Furthermore, the actual timing (usually given in day numbers from mentruation) of that biological stage varies, both between cycles of any single woman (inter-cycle) and between somen (inter-woman). Therefore, the appropriate ranges to use depend on how certain the actual biological stage can be estimated at any time.

  • The ranges denoted By biological stage are the 90% prediction intervals for hormone levels for women at the same biological stage. These reference ranges may be used in closely monitored menstrual cycles in regard to other markers of its biological progression, with the time scale being compressed or stretched to how much faster or slower, respectively, the cycle progresses compared to an average cycle. In the luteal phase, a known time of ovulation is sufficient to use these ranges.
  • The ranges denoted Inter-cycle variability (also called within-woman or intrawoman variability) are the up to 95% prediction intervals for any single woman, assuming an inter-cycle average duration that is equal to population average. These ranges are more appropriate to use in non-monitored cycles with only the beginning of menstruation known, but where the woman accurately knowing her average cycle lengths and time of ovulation, and that they are somewhat averagely regular, with the time scale being compressed or stretched to how much a woman's average cycle length is shorter or longer, respectively, than the average of the population.
  • The ranges denoted Inter-woman variability are the up to 95% prediction intervals for hormone levels in the overall population. These ranges are more appropriate in non-monitored cycles, where the average cycle lengths and time of ovulation are unknown, but only the beginning of menstruation is given.

Derivation

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