What would you expect to see on joint aspiration in septic arthritis?
WBC >50k (mostly neuts)
-Gram stain (50% positive)
-Joint culture (70% positive)
-Blood culture (40-50% positive)
(For osteomyelitis: MRI or technetium-99 methylene diphosphonate bone scan can diagnosis, bone culture (80% pos), blood culture (60% pos))
What infection can present with migrating polyarthralgia?
Lyme disease (Borrelia burgdorferi)
What two tests evaluate the ACL?
Lachman's and anterior drawer test
-isolated ACL tx: PT then surgery
-ACL + other structural injuries tx: surgical referral (6-9 mo rehab after surgery prior to return to play)
What are 2 characteristics of growing pain?
-non-articular pain (e.g. calf, thigh, shin)
-at night
-short-lived and relieved with heat, massage, or mild analgesics
-otherwise is healthy, no sx during the day, no functional limitations (kids 3-10 yo)
-normal exam
What is the most common malignant bone tumor in kids?
Osteosarcoma
(Ewing sarcoma is #2)
What are the two most common bacteria in septic arthritis?
#1 Staphylococcus aureus
#2 Non group A beta-hemolytic streptococci
What are 3 characteristics of inflammatory joint pain?
-insidious (for JIA must have >6wks of pain)
-stiffness in morning and with inactivity
-improved with activity/warm bath
What injury do you suspect with presentation of knee pain, effusion, buckling and locking? What is your next step?
Meniscal injury. Physical exam, if concerning → MRI of knee.
-PEx: limited ROM, joint-line tenderness, pain with rotation under stress
-Tx: sometimes just PT if not interfering with daily activities; some patients may undergo meniscal repair, partial meniscectomy, and rarely complete meniscectomy
How do the demographics of Legg-Calves-Perthes disease compare to those of Slipped Capital Femoral Epiphesis?
LCP: Boys 4-8 yo
SCFE: Boys 10-14 yo (often overweight)
Classic presentation for both: limp, pain, reduced hip ROM
14 year old with knee pain, no mass palpable, and fever, fatigue, and 15 lbs weight loss. XR shows extensive soft tissue involvement and "moth eaten" bone.
What is the most likely diagnosis?
Ewing sarcoma
For a child with septic arthritis AND sickle cell disease, what extra bug should you consider?
What about a child with septic arthritis who has a puncture wound?
Sickle cell disease: + salmonella
Puncture wound: + pseudomonas
What structure inserts at the lateral condyle of the tibia at Gerdy's tubercle?
IT band
(IT tendinopathy: laternal knee pain, worse with exertion, treat with PT and home exercises)
14 year old girl presents with episode of knee pain, who has effusion and positive patellar apprehension test?
What is your diagnosis?
When should she get surgery?
1. Diagnosis: patellar subluxation
2. Surgery referral recommended after second episode of subluxation; (after the first episode, immobilize for 3 weeks, then PT, return to play in 2-4 months)
For which issue (LCP or SCFE) is abduction splints and/or casts an option for treatment?
LCP, though sometimes surgery required (osteotomy of the proximal femur)
Management of SCFE: urgent referral to Ortho, do not bear weight (give crutches), surgical fixation
True or false? Osteochondromas present as a painless mass that continues to grow through adulthood, often requiring surgical intervention.
FALSE.
Osteochondromas are bony spurs from cortex capped by cartilage.
-Vulnerable to fracture
-Grow during childhood and stable as adult
-Small incidence of malignant transformation, tx with observation
Why do infants with osteomyelitis have increased risk for septic joint? (hint: think pathophysiology and anatomy)
Hematogenous osteomyelitis spread is seen most commonly in neonates and infants because a network of blood vessels traverses from the metaphysis to the epiphysis, allowing bacteria and pus to cross into the joint space (50% of neonates who have osteomyelitis have associated septic arthritis)
What is a sunrise view XR?

- clear view of patellofemoral joint space and patella
What is another name for apophysitis of the tibial tubercle?
How do you treat it?
(Bonus high five: point to location of pain)
-Osgood-Schlatter disease
-home exercises/PT, ice, NSAIDs, counterforce strap
What percentage of SCFE is bilateral?
30%
-if you diagnosis a kid unilaterally, keep an eye on the other hip!
17 year old with knee pain and palpable mass, this is his XR. Likely diagnosis?
Osteosarcoma - “sun burst” pattern, which is from calcified blood vessels radiating out from the lesion
A 3 year old boy presents with sudden onset knee pain with low-grade fever, bearing weight and walking but with a limp, h/o URI a week ago, inflammatory markers are normal.
What benign, self-limited diagnosis should you consider?
Transient synovitis
-benign, self-limited, brief period of sterile inflammation results in a joint effusion and sx that resolve over 7-10 days
-most commonly: boys 3-8 yo with sudden onset hip or knee pain, not as severe as septic arthritis/osteo, not high fevers, otherwise well, can walk with limp, often recent URI
-tx: bedrest, NSAIDs
What's the common name for Sinding-Larsen-Johansson syndrome?
Chronic patellar tendonitis (aka jumper’s knee), it is apophysitis of the inferior pole of the patella, overuse injury in active kids (often 9-13 yo)
Betty is a young lady who has pain in her knee when squatting in the gym and has painful patellar grind test on exam. What is the most likely diagnosis and how do you treat her?
1. Patellofemoral syndrome
2. Identify inappropriate biomechanical forces and prescribe PT/home exercises to improve tracking and alignment of forces during joint flexion (e.g. tight hamstrings or quadriceps, weak hip external rotators (gluteus medius and gluteus minimus), or a tight lateral retinaculum of the patella)
*if no improvement with PT, get XR (AP, lat, sunrise vies)
What diagnosis do these demonstrate? Name at least 1 of these 4 stages of disease progression.
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
XR stages of Legg-Calves-Perthes disease
1) initial joint space widening and irregularity of the physis
2) fragmentation
3) reossification
4) healing
Name a benign bone tumor in kids that often presents with night time pain which responds well to NSAIDs.
Osteoid osteoma (bone producing tumors with central nidus). Benign, nighttime pain, responds well to NSAIDs.
-XR with small round lucency surrounded by sclerosis
-if small can observe, but often requires surgical resection of nidus