<h1>Approvisionnement en équipements de radiologie 2026 : stratégies d'approvisionnement en radiographie, tomodensitométrie et IRM</h1> <h2>Table des matières</h2>

<p><img 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alt="Radiology Equipment Procurement 2026: X-Ray, CT, and MRI Sourcing Strategies illustration 1" style="width:800px;max-width:100%;height:auto;display:block;margin:24px auto;" /></p> <ul> <li><a href="#understanding-radiology-equipment-procurement-in-2026">Comprendre l'achat d'équipements de radiologie en 2026</a></li> <li><a href="#digital-x-ray-systems-foundation-of-modern-imaging">Systèmes à rayons X numériques : fondement de l'imagerie moderne</a> <ul> <li><a href="#key-x-ray-machine-procurement-considerations">Considérations clés en matière d'achat d'appareils à rayons X</a></li> <li><a href="#digital-vs-analog-making-the-right-choice">Numérique ou analogique : faire le bon choix Choix</a></li> </ul> </li> <li><a href="#ct-scanner-sourcing-advanced-imaging-solutions">CT Approvisionnement en scanner : solutions d'imagerie avancées</a> <ul> <li><a href="#multi-slice-ct-technology-evaluation">Technologie CT multi-tranches Évaluation</a></li> <li><a href="#space-and-power-requirements">Exigences en matière d'espace et d'alimentation</a></li> </ul> </li> <li><a href="#mri-machine-procurement-high-field-imaging">MRI Achat de machines : haut champ Imagerie</a> <ul> <li><a href="#field-strength-selection">Sélection de la résistance au champ</a></li> <li><a href="#installation-and-infrastructure-planning">Planification de l'installation et de l'infrastructure</a></li> </ul> </li> <li><a href="#vendor-selection-and-quality-assurance">Sélection du fournisseur et assurance qualité</a></li> <li><a href="#budget-planning-and-cost-management">Planification budgétaire et gestion des coûts</a></li> <li><a href="#installation-and-training-considerations">Considérations relatives à l'installation et à la formation</a></li> <li><a href="#maintenance-and-service-support">Maintenance et service Support</a></li> <li><a href="#faqs">FAQs</a></li> <li><a href="#conclusion">Conclusion</a></li> </ul> <h2>Comprendre l'achat d'équipements de radiologie en 2026</h2> <p>L'achat d'équipements de radiologie est devenu plus complexe en 2026, les équipes d'approvisionnement équilibrant les capacités d'imagerie avancées avec les contraintes budgétaires et les limitations d'espace. Les équipements d'imagerie médicale représentent désormais l'une des dépenses d'investissement les plus importantes pour les hôpitaux et cliniques du monde entier.</p> <p> </p> <p>Systèmes à rayons X numériques : fondement de l'imagerie moderne</p> <h2> </h2>Considérations clés en matière d'achat d'appareils à rayons X<p> </p> <h3> </h3> <p><strong> </strong></p> <p>Le processus d'approvisionnement pour les services de radiologie implique plusieurs parties prenantes : des radiologues qui spécifient les exigences cliniques, des administrateurs qui gèrent les budgets et des gestionnaires d'installations qui gèrent la logistique d'installation. Votre stratégie d'approvisionnement doit aborder chacune de ces perspectives tout en garantissant que l'équipement répond à la fois aux besoins actuels et aux plans d'expansion futurs.</p>L'achat d'équipements de radiologie moderne nécessite une évaluation minutieuse des normes technologiques, de la fiabilité des fournisseurs, du support technique et du coût total de possession. La transition vers l'imagerie numérique s'est accélérée, rendant les systèmes analogiques existants de plus en plus obsolètes pour la plupart des applications cliniques.<p><strong>La radiographie numérique constitue l'épine dorsale de la plupart des services de radiologie en 2026. Lors de la planification de l'achat d'un appareil à rayons X, votre équipe doit évaluer la technologie des détecteurs, les capacités de traitement d'image et les exigences d'intégration du flux de travail.</strong></p>Sélection de la technologie des détecteurs<p>Les détecteurs à conversion directe offrent une qualité d'image supérieure mais nécessitent une valeur initiale plus élevée. investissement. Les systèmes de conversion indirecte offrent des solutions rentables pour les applications générales de radiographie. Votre choix dépend du volume de patients, des exigences de diagnostic et de l'allocation budgétaire.</p>Traitement et stockage d'images<p><strong>Les systèmes de radiographie numériques modernes s'intègrent aux PACS (systèmes d'archivage et de communication d'images) et aux RIS (systèmes d'information radiologique). Assurez-vous que l'équipement sélectionné prend en charge les normes DICOM et offre une intégration transparente des flux de travail avec les systèmes d'information hospitaliers existants.</strong></p>Mobilité et flexibilité<p> </p>Numérique ou analogique : faire le bon choix Choix<h3> </h3> <p> </p> <p> </p> <ul> <li> </li> <li> </li>CT Approvisionnement en scanner : solutions d'imagerie avancées<li> </li> <li>Technologie CT multi-tranches Évaluation</li> <li> </li> </ul> <h2> </h2>

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alt="Radiology Equipment Procurement 2026: X-Ray, CT, and MRI Sourcing Strategies illustration 2" style="width:800px;max-width:100%;height:auto;display:block;margin:24px auto;" /></p>Fixes fonctionnent bien pour les services à volume élevé, tandis que les unités de radiographie mobiles offrent une flexibilité pour l'imagerie au chevet et les situations d'urgence. De nombreuses équipes d'approvisionnement optent pour une approche combinée pour maximiser l'efficacité du service.<p>Les systèmes numériques éliminent les coûts de traitement des films et fournissent une disponibilité immédiate des images. La technologie permet également des protocoles de réduction de dose, améliorant ainsi la sécurité des patients tout en maintenant la qualité du diagnostic. La plupart des décisions d'approvisionnement en 2026 privilégient les solutions numériques, à moins que les contraintes budgétaires n'exigent des approches de mise en œuvre progressives. coûtsZXSEG0093QXCT L’achat d’un scanner nécessite une évaluation technique détaillée et une planification importante de l’infrastructure. Ces systèmes d'imagerie de grande valeur exigent une sélection minutieuse des fournisseurs et des dispositions complètes de support technique. Les tomodensitomètres ZXSEG0097QXModern offrent des configurations de 16 à 320 coupes. Un nombre de tranches plus élevé permet une numérisation plus rapide et une résolution d’image améliorée, mais nécessite des investissements initiaux plus importants. Votre équipe d'approvisionnement doit faire correspondre les spécifications du nombre de tranches aux exigences cliniques et aux projections du volume des patients.ZXSEG0099QXÉvaluation des applications cliniquesZXSEG0101QXLes hôpitaux généraux nécessitent généralement des systèmes à 64 tranches pour les applications d'imagerie de routine. Les centres spécialisés de cardiologie ou de traumatologie peuvent bénéficier de configurations à 128 tranches ou plus. Les services d'urgence donnent souvent la priorité à la vitesse de numérisation plutôt qu'aux capacités de résolution maximale.ZXSEG0103QXTechnologies de réduction de dose</p>Fixes fonctionnent bien pour les services à volume élevé, tandis que les unités de radiographie mobiles offrent une flexibilité pour l'imagerie au chevet et les situations d'urgence. De nombreuses équipes d'approvisionnement optent pour une approche combinée pour maximiser l'efficacité du service.<h3>Les systèmes numériques éliminent les coûts de traitement des films et fournissent une disponibilité immédiate des images. La technologie permet également des protocoles de réduction de dose, améliorant ainsi la sécurité des patients tout en maintenant la qualité du diagnostic. La plupart des décisions d'approvisionnement en 2026 privilégient les solutions numériques, à moins que les contraintes budgétaires n'exigent des approches de mise en œuvre progressives. coûtsZXSEG0093QXCT L’achat d’un scanner nécessite une évaluation technique détaillée et une planification importante de l’infrastructure. Ces systèmes d'imagerie de grande valeur exigent une sélection minutieuse des fournisseurs et des dispositions complètes de support technique. Les tomodensitomètres ZXSEG0097QXModern offrent des configurations de 16 à 320 coupes. Un nombre de tranches plus élevé permet une numérisation plus rapide et une résolution d’image améliorée, mais nécessite des investissements initiaux plus importants. Votre équipe d'approvisionnement doit faire correspondre les spécifications du nombre de tranches aux exigences cliniques et aux projections du volume des patients.ZXSEG0099QXÉvaluation des applications cliniquesZXSEG0101QXLes hôpitaux généraux nécessitent généralement des systèmes à 64 tranches pour les applications d'imagerie de routine. Les centres spécialisés de cardiologie ou de traumatologie peuvent bénéficier de configurations à 128 tranches ou plus. Les services d'urgence donnent souvent la priorité à la vitesse de numérisation plutôt qu'aux capacités de résolution maximale.ZXSEG0103QXTechnologies de réduction de dose</h3>Tenez compte de ces facteurs lors de l’évaluation des options de radiographie numérique :<p>Exigences en matière de débit de patients</p>Spécifications de qualité d'image<p><strong>Intégration avec les systèmes existants</strong></p>Exigences de formation du personnel<p>Coûts d'entretien continus</p>L’achat de tomodensitomètres nécessite une évaluation technique détaillée et une planification importante des infrastructures. Ces systèmes d'imagerie de grande valeur exigent une sélection minutieuse des fournisseurs et des dispositions complètes en matière de support technique.<p><strong>Les tomodensitomètres modernes offrent des configurations de 16 à 320 coupes. Un nombre de tranches plus élevé permet une numérisation plus rapide et une résolution d’image améliorée, mais nécessite des investissements initiaux plus importants. Votre équipe d’approvisionnement doit faire correspondre les spécifications du nombre de tranches aux exigences cliniques et aux projections du volume de patients.</strong></p>Évaluation des applications cliniques<p>Les hôpitaux généraux nécessitent généralement des systèmes à 64 coupes pour les applications d'imagerie de routine. Les centres spécialisés de cardiologie ou de traumatologie peuvent bénéficier de configurations à 128 tranches ou plus. Les services d'urgence donnent souvent la priorité à la vitesse de numérisation plutôt qu'aux capacités de résolution maximale.</p>Technologies de réduction de dose<h3> </h3>Exigences en matière d'espace et d'alimentation<p> </p> <p><strong> </strong></p> <p>MRI Achat de machines : haut champ Imagerie</p> <h2> </h2>Sélection de la résistance au champ<p> </p> <h3> </h3> <p><strong> </strong></p> <p> </p>Planification de l'installation et de l'infrastructure<p><strong> </strong></p> <p> </p> <p><strong>2026 CT intègrent des algorithmes avancés de réduction de dose. Évaluez les capacités de reconstruction itérative, le contrôle automatique de l'exposition et les fonctionnalités de modulation de dose spécifiques à un organe en comparant les propositions des fournisseurs. Les installations </strong></p>CT nécessitent des salles dédiées avec des dimensions, des alimentations électriques et une protection contre les rayonnements spécifiques. Planifiez ces exigences en matière d'infrastructure dès le début de votre processus d'approvisionnement pour éviter les retards et les dépassements de coûts.<p>Systèmes électriques et de refroidissement</p>Les tomodensitomètres haut de gamme nécessitent des connexions électriques triphasées et des systèmes de refroidissement dédiés. Coordonnez-vous avec les équipes de gestion des installations pour garantir une capacité électrique et un support CVC adéquats avant la livraison de l'équipement. L'achat d'équipements de radiologie <h3>MRI représente la décision la plus complexe en matière d'équipement de radiologie, impliquant un investissement en capital important, une préparation approfondie du site et des coûts opérationnels continus. Ces systèmes offrent un bon rapport qualité-prix pour les hôpitaux généraux et les centres d'imagerie ambulatoires.ZXSEG0125QX3.0 Tesla SystemsZXSEG0127QXOffrent une résolution d'image supérieure et des capacités de numérisation plus rapides, mais exigent un blindage et une préparation du site plus étendus. Envisagez les systèmes 3T pour les applications neurologiques, cardiaques ou de recherche spécialisées.ZXSEG0129QXConception à alésage ouvert ou ferméZXSEG0131QXLes systèmes à alésage fermé offrent une meilleure qualité d'image et des temps de numérisation plus rapides. Les unités d'IRM ouvertes conviennent aux patients claustrophobes et aux corps de plus grande taille, mais avec un certain compromis en termes de résolution d'image et de vitesse de numérisation. Les installations ZXSEG0135QXMRI nécessitent une préparation spécialisée du site, notamment : Construction d'une salle de blindage ZXSEG0138QXRF</h3>2026 CT intègrent des algorithmes avancés de réduction de dose. Évaluez les capacités de reconstruction itérative, le contrôle automatique de l'exposition et les fonctionnalités de modulation de dose spécifiques à un organe en comparant les propositions des fournisseurs. Les installations <p>CT nécessitent des salles dédiées avec des dimensions, des alimentations électriques et une protection contre les rayonnements spécifiques. Planifiez ces exigences en matière d'infrastructure dès le début de votre processus d'approvisionnement pour éviter les retards et les dépassements de coûts.</p>Systèmes électriques et de refroidissement<ul>Les tomodensitomètres haut de gamme nécessitent des connexions électriques triphasées et des systèmes de refroidissement dédiés. Coordonnez-vous avec les équipes de gestion des installations pour garantir une capacité électrique et un support CVC adéquats avant la livraison de l'équipement. L'achat d'équipements de radiologie <li>MRI représente la décision la plus complexe en matière d'équipement de radiologie, impliquant un investissement en capital important, une préparation approfondie du site et des coûts opérationnels continus. Ces systèmes offrent un bon rapport qualité-prix pour les hôpitaux généraux et les centres d'imagerie ambulatoires.ZXSEG0125QX3.0 Tesla SystemsZXSEG0127QXOffrent une résolution d'image supérieure et des capacités de numérisation plus rapides, mais exigent un blindage et une préparation du site plus étendus. Envisagez les systèmes 3T pour les applications neurologiques, cardiaques ou de recherche spécialisées.ZXSEG0129QXConception à alésage ouvert ou ferméZXSEG0131QXLes systèmes à alésage fermé offrent une meilleure qualité d'image et des temps de numérisation plus rapides. Les unités d'IRM ouvertes conviennent aux patients claustrophobes et aux corps de plus grande taille, mais avec un certain compromis en termes de résolution d'image et de vitesse de numérisation. Les installations ZXSEG0135QXMRI nécessitent une préparation spécialisée du site, notamment : Construction d'une salle de blindage ZXSEG0138QXRF</li>1.5 Systèmes Tesla<li>Fournit une excellente qualité d’image pour la plupart des applications cliniques tout en nécessitant une préparation du site moins complexe. Ces systèmes offrent un bon rapport qualité-prix pour les hôpitaux généraux et les centres d'imagerie ambulatoires.</li>Systèmes Tesla 3.0<li>Offrent une résolution d’image supérieure et des capacités de numérisation plus rapides, mais nécessitent un blindage et une préparation du site plus étendus. Envisagez les systèmes 3T pour des applications neurologiques, cardiaques ou de recherche spécialisées.</li>Conception à alésage ouvert ou fermé<li>Les systèmes à alésage fermé offrent une meilleure qualité d’image et des temps de numérisation plus rapides. Les unités d'IRM ouvertes conviennent aux patients claustrophobes et aux corps de plus grande taille, mais avec un certain compromis en termes de résolution d'image et de vitesse de numérisation.</li>Les installations IRM nécessitent une préparation spécialisée du site, notamment :<li>Construction d'une salle de blindage RF</li> </ul> <p> </p> <h2> </h2> <p>Sélection du fournisseur et assurance qualité</p> <p><strong> </strong></p> <p> </p> <p><strong> </strong></p> <p> </p>Planification budgétaire et gestion des coûts<p><strong> </strong></p> <p> </p> <h2> </h2> <p>Systèmes d'alimentation et d'évacuation du cryogène</p>Infrastructure électrique et de refroidissement dédiée<p><strong>Mzones de sécurité des champs magnétiques</strong></p>Procédures de trempe d'urgence<ul>Planifier 6 à 12 mois pour la préparation du site avant la livraison de l'équipement. Travaillez avec des entrepreneurs expérimentés en installation d'IRM pour garantir le respect des règles de sécurité et des spécifications du fabricant.<li>L'achat réussi d'équipements de radiologie dépend d'une évaluation approfondie des fournisseurs et de processus de vérification de la qualité. Votre équipe d'approvisionnement doit évaluer les informations d'identification des fabricants, les certifications des produits et les capacités de service.</li>Partenariats avec les fabricants<li>Les fabricants chinois établis comme Mindray, Sonoscape et Neusoft proposent des alternatives rentables aux marques occidentales traditionnelles. Ces entreprises proposent une technologie moderne avec des prix compétitifs et des réseaux de services mondiaux en pleine croissance.</li>Certifications de qualité<li>Vérifiez que l'équipement répond aux normes internationales pertinentes, notamment la FDA, le marquage CE et les certifications ISO. Demandez la documentation des systèmes de gestion de la qualité et des inspections des installations de fabrication.</li>Installations de référence</ul>Examinez les installations terminées dans des contextes de soins de santé similaires. Contactez des clients de référence pour évaluer les performances de l'équipement, la qualité du service et les niveaux de satisfaction globale.<p><strong>L'achat d'équipements de radiologie nécessite une planification budgétaire complète qui s'étend au-delà des prix d'achat initiaux. Tenez compte du coût total de possession, y compris les coûts d'installation, de formation, de maintenance et de remplacement éventuel.</strong></p>Budget d'équipement d'investissement<p>X systèmes à rayons : 50 000 $ à 200 000 $ selon la configuration</p>CT scanners : 300 000 $ à 1 500 000 $ en fonction du nombre de tranches et des fonctionnalités<p><strong> </strong></p> <p> </p> <h2> </h2> <p>Considérations relatives à l'installation et à la formation</p> <p><strong> </strong></p> <p> </p> <p><strong> </strong></p> <p> </p>Maintenance et service Support<p><strong> </strong></p> <p> </p>MRI : 500 000 $ à 3 000 000 $ selon l'intensité du champ et les options<h2>Considérations relatives aux coûts opérationnels</h2>Prendre en compte les dépenses courantes, notamment les contrats de service, les consommables, les services publics et la formation du personnel. Les systèmes d'IRM nécessitent une attention particulière aux coûts de l'hélium et aux exigences de maintenance des aimants.<p>Options de financement</p>Explorez les accords de financement, de location et de regroupement de services d'équipement. De nombreux fournisseurs proposent des conditions de paiement flexibles qui peuvent aider à gérer les flux de trésorerie tout en acquérant l'équipement nécessaire.<p><strong>Une installation appropriée et une formation du personnel garantissent des performances optimales de l'équipement et la sécurité des patients. Planifiez soigneusement ces activités pour minimiser les temps d'arrêt du service et maximiser le retour sur investissement.</strong></p>Gestion du projet d'installation<p>Coordonner la livraison de l'équipement avec l'achèvement de la préparation du site. Établissez des délais clairs et des points de contrôle pour suivre les progrès et identifier rapidement les retards potentiels.</p>Programmes de formation du personnel<p><strong>Les programmes de formation complets doivent couvrir le fonctionnement de l'équipement, les procédures de sécurité et le dépannage de base. Planifiez à la fois la formation initiale et la formation continue pour maintenir les niveaux de compétence.</strong></p>Intégration du flux de travail<p>Travailler avec les fournisseurs pour personnaliser les paramètres et les protocoles de l'équipement en fonction de vos exigences cliniques spécifiques. Une bonne intégration du flux de travail réduit les temps d'analyse et améliore le débit des patients.</p>Un support de service fiable garantit une disponibilité constante de l'équipement et des performances optimales tout au long du cycle de vie du système. Évaluez soigneusement les capacités de service du fournisseur pendant le processus d'approvisionnement.<p><strong>Options de contrat de service</strong></p> <p> </p> <p> </p> <h2> </h2>FAQs<p><strong> </strong></p> <p> </p> <p><strong> </strong></p>Les contrats de service complet offrent une couverture complète comprenant les pièces, la main d'œuvre et la maintenance préventive. Les arrangements en matière de temps et de matériel offrent des coûts initiaux inférieurs mais des dépenses continues variables.<p>Exigences en matière de temps de réponse</p>Les équipements d'imagerie critiques nécessitent une réponse rapide du service afin de minimiser les interruptions des soins aux patients. Établissez des accords de niveau de service clairs avec des temps de réponse garantis et des pénalités de performance.<p><strong>Capacités de surveillance à distance</strong></p>Les équipements modernes incluent souvent des systèmes de surveillance à distance qui permettent une maintenance proactive et un diagnostic rapide des problèmes. Ces capacités peuvent améliorer considérablement la disponibilité du système et réduire les coûts de service.<p>Pour une assistance complète en matière d'achat d'équipements de radiologie, y compris l'accès à des fabricants chinois vérifiés et à des services d'installation clé en main, découvrez-en davantage sur chinacaremedical.com. Leur plateforme connecte les équipes d'approvisionnement avec des marques établies telles que Mindray, Sonoscape et Neusoft, soutenues par des projets réalisés dans plus de 100 pays.</p>Quel est le calendrier d'approvisionnement typique pour les équipements de radiologie en 2026 ?<p><strong>L'achat d'équipements de radiologie nécessite généralement 3 à 6 mois pour la sélection du fournisseur et la négociation du contrat, plus un temps supplémentaire pour la préparation et l'installation du site. Les systèmes IRM peuvent nécessiter 12 à 18 mois au total en raison d'exigences d'infrastructure complexes.</strong></p>Comment évaluer les fabricants chinois pour l'achat d'équipements de radiologie ?<p>Concentrez-vous sur les certifications internationales (FDA, marquage CE), les installations de référence, la couverture du réseau de service et les systèmes de gestion de la qualité. Des fabricants établis comme Mindray, Sonoscape et Neusoft ont fait leurs preuves en matière d'installations mondiales.</p> <p><strong> </strong></p> <p> </p> <p><strong> </strong></p> <p> </p> <p><strong> </strong></p>Conclusion<p> </p>Quelles sont les principales différences entre les systèmes IRM 1,5T et 3,0T pour les décisions d'approvisionnement ?Les systèmes <h2>3.0T offrent une résolution d'image supérieure et une numérisation plus rapide, mais nécessitent une préparation du site plus complexe et des coûts opérationnels plus élevés. Les systèmes 1,5T offrent d'excellentes performances cliniques pour la plupart des applications avec un coût total de possession inférieur.</h2>Comment dois-je budgétiser la maintenance et les coûts de service des équipements de radiologie ?<p>Planifiez des coûts de service annuels de 8 à 12 % du prix d'achat de l'équipement. Les contrats de service complet prévoient des dépenses prévisibles, tandis que les arrangements en matière de délais et de matériaux offrent une flexibilité mais des coûts variables.</p>Quelles exigences d'infrastructure dois-je prendre en compte pour l'achat d'un scanner CT ?Les installations <p>CT nécessitent une alimentation électrique dédiée (généralement triphasée), une capacité de refroidissement adéquate, une protection contre les rayonnements et des dimensions de pièce suffisantes. Planifiez les mises à niveau de l'infrastructure 6 à 12 mois avant la livraison de l'équipement.</p>