Further evidence on totally transanal one-stage pull-through procedure for Hirschsprung's disease

George Ekema1, Diego Falchetti, Fabio Torri

  • 1Department of Pediatric Surgery, University of Brescia and Civil Hospitals, Brescia, Italy.

Insights

This study shows a minimally invasive transanal pull-through procedure is effective for Hirschsprung

Area of Science:

  • Pediatric Surgery
  • Gastroenterology

Background:

  • Hirschsprung's Disease (HD) is a congenital condition requiring surgical intervention.
  • A transanal pull-through procedure offers a minimally invasive surgical option for HD.

Purpose of the Study:

  • To evaluate the efficacy and safety of a completely transanal, one-stage pull-through procedure for Hirschsprung's Disease in children.
  • To assess early clinical outcomes, including postoperative complications and functional results.

Main Methods:

  • Fifteen pediatric patients with biopsy-proven HD underwent a transanal pull-through procedure.
  • The procedure involved transanal mucosectomy, peritoneal access, vessel division, bowel pull-through, colectomy, and coloanal anastomosis.
  • Patients were monitored for clinical course, continence, bowel function, and complications, with progressive anal dilatations.

Main Results:

  • The transanal pull-through procedure was completed in all 15 patients without intraoperative or significant postoperative complications.
  • Operating times ranged from 150 to 350 minutes, with an average resected bowel length of 13.5 cm.
  • Mean hospital stay was shorter in the second series (5 days) compared to the first (7 days), with all children experiencing 1-6 daily bowel movements post-operatively.

Conclusions:

  • A completely transanal, one-stage pull-through procedure is a successful and minimally invasive surgical option for Hirschsprung's Disease.
  • The technique demonstrates excellent early clinical results, including reduced hospital stay.
  • Longer follow-up and more cases are needed to compare long-term outcomes with other surgical methods for HD.
Abstract