######  Fachgebiet · Photovoltaik und E-Mobilität

# Erzeugung und Lade­infrastruktur sinnvoll in das Energie­system integrieren

 Wir betrachten Photovoltaik, Eigenverbrauch und Ladeinfrastruktur gemeinsam mit Anschlussleistung, Verteilung, Nutzung und Betrieb – für ein technisch nachvollziehbares und erweiterbares Gesamtkonzept.

 <a class="u-border-3 u-border-active-palette-2-base u-border-hover-palette-1-base u-border-palette-1-base u-btn u-button-style u-hover-none u-none u-radius u-text-active-palette-2-base u-text-hover-color-var u-btn-1" href=""> Energieprojekt besprechen</a>

  ###### Worum es geht

##  Erzeugung, Verbrauch und Laden müssen zusammenpassen.

 Photovoltaik und Ladeinfrastruktur verändern Leistungsflüsse und Betriebsweisen eines Gebäudes. Flächen, Anschlusskapazität, Lastprofile, Ausbauziele und Steuerung beeinflussen sich gegenseitig.

Eine integrierte Betrachtung schafft die Grundlage für sinnvolle Ausbaustufen, abgestimmte elektrische Infrastruktur und einen transparenten Betrieb.

#### Typische Projektfragen

- Welche PV-Leistung ist technisch sinnvoll integrierbar?
- Wie viel Anschluss- und Ladeleistung wird heute und später benötigt?
- Welche Ausbaustufen vermeiden unnötige Vorfestlegungen?
- Wie werden Eigenverbrauch, Lastmanagement und Gebäudebetrieb koordiniert?

  ###### Unsere Leistungen

##  Systeme und Aufgaben

 Wir ordnen Aufgaben nicht nach einzelnen technischen Produkten, sondern nach dem Ergebnis, das Sie für Ihr Projekt oder Ihre Entscheidung benötigen.

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

 Flächen, Ausrichtung, Verschattung, Nutzung und technische Rahmenbedingungen als Konzeptgrundlage erfassen.

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

 Module, Wechselrichter, Stränge, Leitungswege und elektrische Einbindung projektbezogen strukturieren.

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

 Erzeugung, Gebäudelasten und Ladebedarf zeitlich und technisch gemeinsam betrachten.

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

 AC-/DC-Ladebedarf, Stellplätze, Nutzergruppen, Ausbauphasen und Betriebsanforderungen einordnen.

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

 Anschlussleistung, Verteilung, Steuerung und mögliche Leistungsbegrenzungen aufeinander abstimmen.

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

 Funktionale Anforderungen und Schnittstellen zu Tiefbau, Netzbetreiber, Brandschutz und Betrieb beschreiben.

  ## Passende Leistungen

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

 Planung und fachliche Begleitung für anspruchsvolle Gebäudeprojekte.

![](https://spiegel-ib.de/data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAIAAAACACAYAAADDPmHLAAAVnElEQVR4Xu2de5ybVZnHf8/7Zi5tZ2qnVCdzKTcLpYyiYEXlgwjCR5CLRUkyt2QoCAUviOtH3d2PwBZXcXf5w0VB3NaFNsnckpGrIrgKLKiIWK+9WdFWeplktbS2pZ1MkvPs52TmnL6TziSZSSYzmbzfv/I8Zz6fvHnf35xz3nOe8zwEm7KGyvrX29gCmGka23rPTYp4FwSdDwNb55vmHTt7O6LFui67B5gBTu7orovHhZuBW5j5vDGXQPhTpVlx0e6+9n3aN43YAigSbnfI/CnFLxEiuQZEq5i5cqKvJsKOeQ7HRcXoCWwBTDMNrX0rOBm/nomvB8OpG7LzuwqqvmRP2PO69kwDtgCmAdnFDw9zO4hXM/O7dcM4ELCdgbO0wwrRzxfVLvzQHx5adVj7CowtgAKxdi0b67b2fFBwsguM6xiYrxtP5CCIQibMABzYnown/qpb0iH6Kar58mig6w3tKyC2APKk0R1YzuDVAvCB0aQbToASBH6aDNqwmKue3BL2DEtvY3vPEqsAiPA6MxYrW0JET9c4T7r21W9eGdPOAmELYAos6wwuPBLja5nYB6ZLAZ7wPsouHgb1G1z10L6w5zXdMMqJAqABYv6tAP5V+UZ5vHnx2e5N61bGtacATHjhNmNJdfFbei9IIukjoJOZF+jGdIj+TuAnDDL9e/s7fkxErNvSGE8AkbDP3eAJ3iOE+Gfll8i296OqLRz2JLUzT2wBZKGxrXepEIkOFlgD8Om6IR2CAOglA/CLau7OdcyeSADys9MVuJfBn1dtEiJjw60tnR9fu5aEduaBLYBxaHaH5iV46GomrMnaxRN2gKiXmTdGw107dUOOZBIAM5OzNfggBN+i2iVEdH8k7LtNO/Jgwh9WjjS4u98lINaAuR1A7YT3gOgQgR/PpYvPRiYBSOTQ8+CWQACMDuUbgb4eHfB9TptTpOwF0OwONSUo5mXGTWBepu9MOpYufjGqeraEPUd0Wx5kE4BEriK+yEO9DIzxG2TcMRj2flU7pkBZCuDU1c9VDx3ZfQ2ALib6MJhNfUfSINAeAN0VZsX63f1tf9INBSIXAUha3KHK/Yg9wsxXaefI338xEvbdqx2TpKwEILt4MHcxRCcDJ+m7kAYRhsB40jDMdfl28dnIVQCSkblJ7CkGX6ydIDYM+uRgyPtt7ZoEc14Ap3gDDcMxeATzjQDO0b98HIhoEwHrFtYu7J3O5VcrkxGApN7nX0BDeJoZF2oniEF8czTc9d/alSNzUgDLbnuq6kh0/yowX8+gyzN28YTdDPgrKsyNe3o6/6gbCkxT1yMnJYfe+DILvhCgGuUnwGTwKdomeoMZY+IBCHgNBm2IhLwbpS33GmJx8SyY36n+Rq40GgbaBkO+72pXDswpATS09a7kRHI1SLSnL6dakV08Mz1qmrRhzYrOHxXqnXoipCAPR/a/Aua3a+cUMIg+Oxj23Sc/O92hNwOx55n5bNVORMMg46ORUOdTypeNogqgqbXvzCTH7wbjXGZU6KvIBrEcg3eahnHvvn7vD7UfwGntPfVDiaQc029g5rfphnEg0MtyLb5q/oK+XRs+elA3TDONrd2rksnkY9oxVQh7o+GuZmUubettHE7GXwDjrcpHRMdAxlUskvVEdDMzTlVtCiLsYub10YGuvqIJIPW6hdjvmblOX8lkIUoaZFzVuGj5s4MHt12VZNwA8IeRUUw0SIQgGRUPD/a3bdPuIuL0BD7Pgo/P1AkRMB3VdgYI7ByzszgPNdZVxoaO7lM4nnyBGScrHwjxzPdkFMJNRROA0x28i1ncrb98iqRey4irmPFm7UyDgBiIvgfg4bNamp95fu0lCd04Azhd/i8y8O/qq8kwr8q1m3a6A08ws3xlTbFo4ZsWpk9Qmzu6z4jHk7InmEzAibxP24smgHpXIACwV3854TVmyvXBnAywQ1tZIGA/g/6uHVlIvfYR/JGQTz8kxehY+yCD3wmmKd0vIl5knZPkI4CR7vvEOQsR6sbrXeWQwIzB4zY3MqN6xICY0g+aCvWeQBCCO5VdQdXNe8KevcrOhNMV2GWdKU8XpqPivH197b/WDnnd7sB/gvl27SgA+Qhg8tCPowO+y5TldAWes64j2AKwYJC5cjDcuUk75BjrCt4nID6jHQXAFkBePUBq2DghsCIfiBAnUGC8dXX5lnE0kVwHRsY3jEwUYwgYi3Xbeo71AES0MxL2TbwvPwuZ7kmgFblx9AIPWeZWtgBmHFsABZwE2j2A3QPYQ0BZDwGgPZWVxgdU71AKDA+LNQz+R3Wt+cwBKsg4x6igCeMNBWDGh5M7tGOuzQHmAvkIYPLMsUngXMAWAAAHOS4wKzinc/CxkXXuDKduSosiC+BnVZWGT92h4WHRw+D3KLtoK4FOd/BhZrFafXEeHCTgf7RVAjCw3BqNlJcAiB4l5ox7KEz0sUxBMAoZP1A0AdR7/J+BQCqYIT+oNzrgSwuRnt2krwPAMD5e5aDntZ2B4bhYz8wfVHa2hSCJ0+V/hYGV2jERRD8vmgBkQGMcsZfA/A59AZNEHpx0gN6zJ+x7VTtLgAZX8LMC4uv5XyrxvJrm+bs2XDKkXePgbAtcjCT/QO/6jYPcJSQTlxdNAJKUCHj4JjJ4JQv+qDp8oaJwRy5NQu9jsI58IeARGPSbqkp85y9Bn97aLBWc7p4PMCdy+o/PBAFbIgNdOe1JNLb3nJWMp84xLht7somYDdrhIEdgb3/bjqIKwIrTHdjOzHJslBc1GB3wNY58TrUNMPN1ynbMr1my1/+x/couRZwufyj9YMdkkEEuZJirBkOdz2hnAbAFUCTkOb8mT3e7gPiENaSbCD+BJWBDwqALAW5QNhHdywb7o/1dm5WvUNgCKDInxAeaxjXRfq8MX9M4Xf4nGbha2UuourZQR9HSsQVQZGwBjDJmDkB0hIgfBlMDMx8goouOzw/mxhxAYQtA3Ygxk8DMzIVJoMIWAIB3rfllxZ4D23aBWc/8M1FRaZ45nce2ioktgJH//m8x8ydyvfFE+EVT3dkXFjpB0kxQ9gJIZeFg8Yp1cYKInjWI7jK4clvcGGqEoNvAuHnM3xj4dCTU9YCyS5WyF4DTE3iIBd+gH6BB3ZF+ry/9DH69K3gbIL6hbHmKJTLQtULZpUrZC6DeHdhrGfsPz6upPXm8g5py4aTBE3zZmmrVpOpTxsu1V0qUtQBGJn9b5bq/IR+a7PojYd+lEz3Aerf/K2B8SdmGgy4a7PO9qOxSxBbA69tiamwn0PORAd8lEz3IBrf/a4LxT8q2BVB4ir4S6HT7/6KOMhNwlOfhtGig6//UBSlSBxwQ22TdPp5MKPlspax7AEm9J7Aegm+yPKDHV7xtqSv9CHeDy3+HNV8uEW2OhH15ZdiYDZS9AJrbe86JJxK/VvMAiUzOxMR3V1Ll1gQnm5jFbczsGvPACDdNJQnSbKPsBSBxugP/wcxfyPXhENELt7Z4L5nuXD7FwBaAGt8pttF6VGwiZO/gQNWHprt0ynikUrIdIw8ZdAYL1j1WXhCfz4zjE99y3Q6W7/mNrd23MIsvj5fuZSRMjO53UNVde8KeY7qhSIzk70v+DOAzpvUry1UAilTa1qN7bmfB/6adoF7H/AW3zWQYmNPj/wYLFCQjd0bKXQCSprbgpYmE+NHoLQEZdFck5EuvmFFUnK7Az60HKKYNWwCzUwD1Lv9v9WEOokMGDB2bnw+Ckl4IfFY7bAHMfgHI8wiRcNeEyaUng/0WMA7pQ4AB3Dk40PUVZc8E1h7AFsA0MVJONeYRArdbx1vDMNYMhrzrlT0T2AKYZprdgWUJoP+E4smgRAVhxUwf/7IFMI3I1KaJuPgZMy/RToVhfCUa8t6p7RkimwDkb0gmklezMGKgynAk7NE5/09d/eii2NE32sA8nx3mM5Heji2qreznABevfc6xbfNumYwxrXgD/RkGfTUa8j6kXTNIJgGksnQn4tstZxt3nNWytEVtaDndgV8y87tG24YcFeY5Kqi17AXgdPtXM+Ph1J2UNwiIMeFTK1qWbkzfEZxJMgnA6em+kkXy+8qWqK3qxjVPzk++fvCINZ7RAHkHB3zd8rMtAHfgx9bz7kS4IRLu2qDsdOR6fMWQcXp93VnbixkVnEkAsnTs4WGWsQqjVcboh5Gw9woV1+h0BfoZ7Blpwl5U4zwV81DWAkgVQvQED4E5VTJFZvx6P1WdOlEpVFljII6hl2V6GBkaXuNcctF0FFAej0wCkMj/dHHg8LtNYPiMloZXrL2XrPX37S09K2GK+W+av3CTNaFDWQtArvsfO7Jbb+xkjQlMyypikuP9+8IdP1H2dJJNAFOlrAUwWgDxDQaq5M2Qk6dIuGvC42FOT+ABFvxJZY+Xzn26sAUwTThd/l8xcK6yZbawveGOl5StWH7j47UHDx/6I5jrpS0niydR9ZJCHZOW3fT6bf3LhEiOWyJWsOhVW8F2D1BAGtzBLwkWeplX5v6Fw7zG+q7c4g7V7Eesb0yVTKInomHfKm3nQWrpOcn+XM8mpgsgVc93c3AjiFuJEScy7rGmmk8daiG+BzJHD+F7S1DVuiXsGZZtZT0ESGTNu+G42GFdBBoN/niCwb+BgbdAUKs1Q4YsbWLAPD+9mMNUSOX/jyfkO/wi7cxCugDS9y5kmA9RVb1cDErNc97YfchatInIcEfC3gH5uewFIKlvDV4NIR63BoZmgkBrIwO+vAtOSepd/jYAvdqRA+kCaHYH3x5n/q1+1yc6ZNYtati37pqjqTeAzcFBBr9l9M/HTF5tAYzidPllwqQNY0qinUCqJOo9kZDvzvSzg1Ml/c1iJPEiLMmVRyG+UYWqpQtA0uAKdDKhnYFhgnlfJNzxv6rN6e4+HxBfAGMBER4bDPvW6TY7RcxxnG29pyKRWAuCi5kX6AYiuS7wrEl0976Q96faXwDSBWCY5nWD/Z2PKFthvwUUEZk/MIn42WSgGcx/czho62s9nQem4xJsAYyl6EfDZhpbAGOxBTDFIUCO84zkR4gpXllpBF7r6fyzakuVyaXYjSxQbRjGM4OhzhdUW0nOAeQW7p937Bt3wSQTlSfVHS3W2n2uFKIHGJm7xLfrFU3QnqbFK05Xm1VpGdCSFaBz94S9v0+1ldIksNkdWhzn2P1EuJaZ56V+0KSgBBG/6ACtmekIH0UhBNDgDlwhmH+gbEmlo6Jpd1/7vvG2g00yOveFvT3yc0kJoN4deBzMH1E/ZKrI9C41DUveORt6g0IIQE5aEzz0gk7JTuiJhrv0MTfrHgYRtlUvqL1AZUEpGQHIsKZjR468blVyPkxXcgcZL+AYcpzDZHmNzIAQfC1DfErZUxGARA6L27fsPdMBHh6vd6t3+0+rgFGTHsdQMgJwtve0cDxxPDkx0avEnPtOHNHpKixKYo2KKRSyK2YgMG5sYY5MVQBTpWQFQDAeiAx4P61/SRYaPMGbhRB6BazQApDzkwRir45XMn1SGPhINNRlqVUwgi2AtB5gtglgvLi8yUJEB4Cq5daIXkUuApAbS1w1LzZeljMZNhYnXpBe4MLuAQpEgyfoFUIElE1E3wXhFWVng8HHZJWSaLhrp3ZayCSAFneo8m8Y+j4Yl0nbgPGNwQHv7ard6Qp8mYE7UvMnwktmXd1lcqMo1VYqr4GzvQdIF4AJunnfgO87ys6XTAJobA1+KJkUYyp3zKPqhl1hT2SkNtLQkbSdzvboQFef/GALoEDMpACaWvvOTCTjWwB2yGshwl+rFyw9WRZzSiW4dAd3qmLXclvRcDjOH+xr/6W0bAEUiJkUwMj3d1/OzG1MHHMQHtzb75M9RopGd2C5IHwGQI0BPLov5HtMtZWsAGRIlknGN9UPyUZSiCsB/gdlG4bxNQI9q+xcMMncubu/7U/aYWGmBTBVSlcAM4Q8D2Cg2p2eI9gWQGGYcJUvfRI4k4x3fsAWQGEoCQHIoNDaSqPu1W7vIXXhMy0ApztwFQgeGRJmGo5vWc8rNLT2rRAcvx0CCwwDjw2GfN9VbSU7BBDRr8CTKNpMeAczX6FNoifB2KrsbDDhSjAfTw1LON36zj6TApCTvCSwRRVoJmB/dc3SZv0W4AnIfMhLR66UmEx6T6Tfm1qjKF0BFHkp+ITCEukCcAU6BTio7EKnkp3sOsD8CodzZ29HdLRG8uEx1bvJaIuGvf3yoy2AHMkmgMa23nOTicQmvVvpwHujfV0vjzbnTSYByLoHew9sk2Xdr5DDE5juiw74Pqfana7AvzDhTikCWRnUqKu73F4JnORmUDYBSOQwwMyrAP5+piPmUyGTABTy+Nphh5FUD9eK7AmqK4crrPMWid0D5EguAphOchHAVLAFkCO2AGa4dnD6OsBsmwRON9l6gFRE0B8GlzuIh3d3d7yafnJpaWvfW9kQC+prz9w2JyKCZH0fotzP1DH4Qmb4lG0QyRn6L5SdDcG4HuALtGMWDQEj2UEOvqhS3BGhPxLukmcOUzhd/gcZuDXVBmyvrql9X8nFBKb3ADPOOAKQx8gP0PA7amtqf2dNw1IIMvUAztbghzkpnlK2ZM5FBc92AYweM9/EzKcR4TVzXs15hUwvn1EA8lxAMr6N5fn/kfbdTXVnv/X4uQD/VmaMFrmkBEw+N9rflfpnKtlJ4IyTvhDkCVwnBKfO3EussfeFIJMAJA1tvSuFSK6SCSJgmv5IX/su1SbzCCYS8RsFaJ5J5g+seY1KVgBEeAaMnFfa2KBLIfgWZcuwKYaYRIIn+iSDLz5upgtg5iKC8qF0BTDbloJtARSEnHcDbQHYC0FFPReQbSHI7gEKg90DTEC2SeBUsecAOWL3APZSsD0EjLKEqmsLlSAzndQQ0NQZbBbD7GHmM5godaCBmOsYkJm8UhCwhYlyTthEwFnMfJG2iZ5l4IRTtBNBwAd0koUU1AuCXu0j8BnWCpyyvCwDMv9fQSCwixmLRz7LlPa0UbXlyTlgfq8yiOhpBsYEvBL4ClVhPWUb9DALDBqVxrrBns6/KL8ilViTYrcyI2uRS2IWRPRHo5JCe7u9eyi1oJFM/AjMb9J/ZTMrkVlVb23xLkuvoVzvCQRzKcObxkGDzMvI6fa/yIwLtdtmVjOvprYu/TBqvTvwuzHxkzkie00pgGNqTdtmlkO0Lhr26dVVhdMVuIGBdeqoWq7IFL1U7/LrfWxZqZtgnPAFNjMPm8Z+635DOrLYNSfUecSJYYj/sibuGCsA0PORAd/x0uY2cw6nK/CcdY/FFkCZYQugzDlRAO5A4vghBpnX7/i7ts3cg1nWOhydLBIlyenyb2agZe79VJtsENFmOQdoA6inUPkAbUoFYjLQlnroqXx7zDeDKOtrhM2cYBeRsX4w1PmM/V9f5tgCKHP+H4Nd1TeJhQfeAAAAEGRlQkcwNzhCMjIxQTU3RTkzNjNGJnpsSAAAAABJRU5ErkJggg==)####  Bauüberwachung und Qualitätssicherung

 Anforderungen, Ausführung und Dokumentation werden nachvollziehbar aufeinander bezogen.

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

 Unterstützung bei Neubau, Sanierung und Modernisierung.

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

und aktiv im Großraum Stuttgart, Baden-Württemberg und ganz Deutschland

  ###### So arbeiten wir

## So gehen wir vor

Schritt 1

 Flächen, Verbrauch, Ladebedarf und vorhandene Infrastruktur erfassen.

Schritt 2

 Systemgrenzen, Ausbauziele und Netzschnittstellen festlegen.

Schritt 3

 Erzeugungs-, Lade- und Lastkonzept passend zur Leistung bearbeiten.

Schritt 4

 Annahmen, Ausbaustufen und technische Ergebnisse dokumentieren.

  ##  Häufige Fragen zur Photovoltaik

 <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-1" id="link-accordion-72f4" role="tab"> Planen Sie Photovoltaik und Ladeinfrastruktur gemeinsam? </a>Ja, sofern beide Systeme Bestandteil des Auftrags sind. Die gemeinsame Betrachtung ermöglicht eine abgestimmte Einbindung in Anschluss, Verteilung und Betrieb.

 <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-2" id="link-135a" role="tab"> Bietet Spiegel IB Wirtschaftlichkeitsberechnungen an? </a>Ja

 <a aria-controls="5ae2" 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-5ae2" role="tab"> Werden Förderprogramme berücksichtigt?
 </a>Förderbedingungen ändern sich häufig. Verbindliche Förderberatung wird nur dargestellt, wenn sie ausdrücklich angeboten und mit aktuellen Quellen belegt wird.

 <a aria-controls="913a" 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-913a" role="tab"> Können Ladeparks oder Betriebshöfe geplant werden? </a>AC-/DC-Ladetechnik und Ladeparks.

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####  Sie möchten Photovoltaik und Ladeinfrastruktur abgestimmt entwickeln?

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