Strength and Power - MTU and Architecture slides

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Last updated 7:47 PM on 9/22/26
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41 Terms

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MTU Mechanical Model: Contractile Component

represented by muscle fibers… only tissue with contractility

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Series elastic Component (SEC)

Tendons

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MTU Mechanical Model: Parallel elastic component

epi, peri and enodmusiums, each can be modeled like a rubber band

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Force production by the Contractile element (CE) is

Active

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Force production by the SEC and PEC is considered

Passive

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When a MTU is undergoing a concentric contraction all the load is distributed by

the CE

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When a MTU is sundering a eccentric contraction

some of the load is distributed by the SEC and PEC and the rest is distributed but the CE

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With a constant load eccentric contractions require less energy because

the load is taken by the elastic component

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For a constant energy expenditure more load can be managed with an eccentric contraction than a concentric because…

you’re working with gravity

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In a maximum contraction, the amount force/tension on the MTU in order is

eccentric > isometric > concentric

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Series arrangement

arranged end to end (ex: tendons and the muscle fibers)

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Parallel arrangement

arranged side by side or in layers (ex: the mysiums)

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In a series arrangentment force production is equal to what?

amount of force a single component can produce

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In a series arrangement the amount of shortening is equal to what?

the sum of the amount of every component

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In a parallel arrangement force production is qual to what?

the sum of of the force that every component can produce

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In a parallel arrangement the amount of shortening is equal to what?

the amount of shortening of a single component

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Longitudinal/Parallel

Muscle whose fibers lie parallel to its long axis

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Examples of longitudinal/parallel muscles

sartorius, rectus abdominis

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Fusiform/Spindle shaped muscles

rounded muscle which tapers at either end

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Examples of fusiform/spindle shaped muscles

biceps brachii, brachialis, brachioradialis

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Fan-shaped/triangle/Radiate muscle

flat type of muscle whose fibers radiate from a narrow attachment at one end to a broad attachment at the other

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Examples of fan-shaped/triangle/Radiate muscles

pec major/minor, gluteus medius/minimus, internal oblique

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Penniform muscle

muscle fibers arranged in a feather like pattern

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Unipennate

muscle fibers extend diagonally from one side of a long tendon

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Examples of Unipennate muscles

tibialis posterior, flexor pollicis longus, flexor/extensor digitorium longus, semimembranonsus, peroneus Tertius

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Bipennate

long central tendon with fibers extending diagonally in pairs from either side of the tendon

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Examples of Bipennate muscles

rectus femoris, soleus, vastus medialis/lateralis, flexor hallucis longus

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Multipennate

combination of several bipennate fibers

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Examples of multipennate muscles

deltoid, gluteus maximus, infraspinatus

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Muscle force production is proportional to…

the product of the size and # of fibers

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Anatomical CSA (ACSA)

the CSA of a given muscle at its widest point

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Physiological CSA (PCSA)

The CSA of every fiber within a given muscle

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For a given ACSA the fiber arrangement will affect…

the # of muscle fibers within the same PCSA

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Penniform fibers when compared to longitudinal fibers, with a given ACSA will have:

greater # of fibers, greater force production potential and smaller ROM

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Do penniform muscles typically have short or long tendons when compared to longitudinal, fusiform and radiate muscles?

short

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In shorter tendons there is less stretch before the tendon reaches its load-dependent length which requires what of penniform muscle?

less shortening

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The result of a short tendon for a penniform MTU is

increased ROM

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In penniform MTU there is a large what

muscle to tendon length ratio

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As the muscle to tendon length ratio of non pennate muscles decreases…

greater shortening of the muscle is required to stretch the tendon to load-dependent length

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As muscle to tendon length ratio decreases the overall shortening of the MTU is:

compromised

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A longer tendon allows for what?

greater potential elastic energy