######  Leistung · Prüfung und fachtechnisches Controlling

#  Technische Qualität prüfen und nachvollziehbar dokumentieren

 Wir prüfen Unterlagen oder Ausführungsstände anhand vereinbarter Anforderungen und bereiten Abweichungen als verständliche Grundlage für technische und organisatorische Entscheidungen auf.

 [ Prüfbedarf schildern](https://spiegel-ib.de/kontakt/)

  ######  Wann diese Leistung hilft

##  Wenn Entscheidungen eine klar definierte Prüfgrundlage benötigen

 Vor Freigaben, Übergaben oder bei Unsicherheiten über einen Planungs- beziehungsweise Ausführungsstand braucht es mehr als einen allgemeinen Eindruck. Entscheidend sind nachvollziehbare Kriterien, ein abgegrenzter Prüfumfang und eine verständliche Dokumentation.

Spiegel IB strukturiert die Fragestellung, prüft die vereinbarten Sachverhalte und macht Ergebnisse und Grenzen der Prüfung transparent.

#### Typische Anlässe

- Planungs- oder Plausibilitätsprüfung
- technische Prüfung vor Übergabe oder Abnahme
- fachtechnisches Projektcontrolling und Bestandsbewertung

  ###### Unsere Leistungen

##  Was wir für Sie bearbeiten

 Die Module gelten abhängig von Auftrag und Projektphase.

![](https://spiegel-ib.de/data:image/png;base64,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)####  Fragestellung und Prüfkriterien

 Ziel, Prüfgegenstand, Unterlagen, Regelwerke und erwartete Aussage eindeutig festlegen.

![](https://spiegel-ib.de/data:image/png;base64,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)####  Unterlagenprüfung

Pläne, Schemata, Berechnungen, Beschreibungen und Nachweise im vereinbarten Umfang prüfen.

![](https://spiegel-ib.de/data:image/png;base64,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)####  Plausibilitätsprüfung

 Zusammenhänge, Annahmen und erkennbare Widersprüche fachlich nachvollziehen und einordnen.

![](https://spiegel-ib.de/data:image/png;base64,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)####  Vor-Ort-Prüfung

Ausgewählte Anlagen- oder Ausführungsstände in Augenschein nehmen und mit der Prüfgrundlage abgleichen.

![](https://spiegel-ib.de/data:image/png;base64,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)####  Abweichungsbewertung

 Feststellungen nach Relevanz, Klärungsbedarf und möglichem weiteren Vorgehen strukturieren.

![](https://spiegel-ib.de/data:image/png;base64,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)####  Ergebnisbesprechung

 Prüfergebnisse erläutern und offene Punkte für die nächsten Projektentscheidungen herausarbeiten.

  ###### So arbeiten wir

##  Von der Fragestellung zur belastbaren Entscheidungsgrundlage

Schritt 1

#### Klären

 Prüfziel, Anlass und Entscheidungsbedarf verstehen.

Schritt 2

#### Festlegen

 Kriterien, Unterlagen, Stichproben und Grenzen der Prüfung bestimmen.

Schritt 3

#### Bearbeiten

 Unterlagen und/oder sichtbaren Ausführungsstand fachlich prüfen.

Schritt 4

#### Dokumentieren

 Feststellungen, Bewertung und offene Punkte nachvollziehbar aufbereiten.

  ######  Welche Ergebnisse Sie erhalten

##  Eine belastbare Grundlage für die nächsten Entscheidungen

 Mögliche Ergebnisse – abhängig vom Auftrag: Prüfvermerk oder Prüfbericht, strukturierte Abweichungs- beziehungsweise Punkteliste, kommentierte Plan- oder Unterlagenstände, Fotodokumentation bei Vor-Ort-Terminen, fachtechnische Stellungnahme, Ergebnisbesprechung mit den relevanten Projektbeteiligten

####  Passende Fachgebiete

- Energieversorgung und Starkstrom
- Sicherheits- und Kommunikationstechnik
- Licht- und Medientechnik
- Photovoltaik und E-Mobilität

  ##  Qualifikation, die nachvollziehbar bleibt

 Relevante Qualifikationen und Zertifikate zeigen wir mit Bezeichnung, Gültigkeitsstand und konkreter Bedeutung für die jeweilige Aufgabe.

 | Zertifizierung | Download |
|---|---|
| VdS-Sachverständiger zum Prüfen elektrischer Anlagen | Download |
| Sachverständiger nach BauSVO/LBO Baden-Württemberg | Download |
| Sachverständiger für das Elektrotechnikerhandwerk, Teilgebiet Energie- und Gebäudetechnik | Download |
| Zertifizierung nach DIN 14675 | Download |

  ##  Häufige Fragen zur technischen Prüfung

 <a aria-controls="accordion-f600" aria-selected="false" class="u-accordion-link u-active-palette-1-base u-button-style u-hover-palette-1-base u-white u-accordion-link-1" id="link-accordion-f600" role="tab"> Welche rechtliche Wirkung hat die Prüfung? </a>Das hängt von Auftrag, Prüfart, Qualifikation und vereinbartem Ergebnis ab. Vor Beginn wird festgelegt, ob es sich beispielsweise um eine fachtechnische Prüfung, Abnahmevorbereitung oder Sachverständigenleistung handelt.

 <a aria-controls="accordion-72f4" aria-selected="false" class="u-accordion-link u-active-palette-1-base u-button-style u-hover-palette-1-base u-white u-accordion-link-2" id="link-accordion-72f4" role="tab"> Welche Unterlagen werden benötigt? </a>Typischerweise werden Aufgabenstellung, Plan- und Ausführungsunterlagen, technische Beschreibungen, Berechnungen, Protokolle und vorhandene Nachweise benötigt. Die konkrete Liste ergibt sich aus dem Prüfziel.

 <a aria-controls="accordion-854e" aria-selected="false" class="u-accordion-link u-active-palette-1-base u-button-style u-hover-palette-1-base u-white u-accordion-link-3" id="link-accordion-854e" role="tab"> Kann eine Prüfung auch im Bestand erfolgen? </a>Ja. Dafür müssen Zugänglichkeit, Dokumentenlage, zulässige Untersuchungsmethoden und die gewünschte Aussage zunächst geklärt werden.

 <a aria-controls="135a" aria-selected="false" class="u-accordion-link u-active-palette-1-base u-button-style u-hover-palette-1-base u-white u-accordion-link-4" id="link-135a" role="tab">Prüfen Sie vollständig oder stichprobenartig? </a>Prüftiefe, Stichproben und Grenzen werden vorab vereinbart und im Ergebnis kenntlich gemacht. Eine pauschale Vollständigkeitszusage erfolgt nicht.

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####  Sie benötigen eine fachlich nachvollziehbare Prüfung?

 Beschreiben Sie Prüfgegenstand, Anlass und gewünschte Entscheidung. Wir klären, welche Unterlagen und welcher Prüfumfang sinnvoll sind.

 Bitte übermitteln Sie vertrauliche oder besonders umfangreiche Unterlagen erst nach Abstimmung.

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